Plant Pathology (2008) 57, 540–551 Doi: 10.1111/j.1365-3059.2007.01779.x Population structure and mating system of Ascochyta rabiei in Tunisia: evidence for the recent introduction of mating type 2 Blackwell Publishing Ltd A. Rhaiema, M. Chérifa*, T. L. Peeverb and P. S. Dyerc a Laboratory of Plant Pathology, Institut National Agronomique de Tunisie, 43 Avenue Charles Nicolle, 1082 Cité Mahrajène, Tunis, Tunisia; Department of Plant Pathology and Center for Reproductive Biology, Washington State University, Pullman, WA 99164-6430, USA; and c School of Biological Sciences, University of Nottingham, University Park, Nottingham, NG7 2RD, UK b The population structure of Ascochyta rabiei (teleomorph: Didymella rabiei) in Tunisia was estimated among five populations sampled from the main chickpea growing regions using simple sequence repeat markers (SSR) and a mating type (MAT) marker. Mating type 2 isolates (MAT1-2) had reduced genetic and genotypic diversity relative to mating type 1 isolates (MAT1-1). This result, coupled with previous observations of lower overall frequency and restricted geographical distribution of MAT1-2 in Tunisia, and recent (2001) observation of the sexual stage, support the hypothesis of a recent introduction of MAT1-2. Despite the presence of both mating types in Nabeul, Kef and Jendouba, the hypothesis of random mating was rejected in these locations with multilocus gametic disequilibrium tests. Highly significant genetic differentiation (θ = 0·32, GST = 0·28, P < 0·001) was detected among populations and genetic distance and cluster analyses based on pooled allele frequencies revealed that populations from Nabeul and Kef were distinct from those in Beja, Bizerte and Jendouba. More than 70% of total gene diversity (HT = 0·55) detected was attributable to variation within populations compared to 28% among populations. This result, coupled with the occurrence of private alleles in each population, suggests that gene flow is currently limited among populations, even those separated by short geographic distances. The presence of two main genetic clusters was confirmed using Bayesian model-based population structure analyses of multilocus genotypes (MLGs) without regard to geographic origin of samples. The presence of MAT1-2 isolates in both clusters suggests at least two independent introductions of MAT1-2 into Tunisia that are likely to be the result of importation and planting of infected chickpea seeds. Keywords: ascochyta blight, chickpea, Didymella rabiei, genetic differentiation, population genetics, simple sequence repeat markers Introduction Ascochyta blight, caused by Ascochyta rabiei (teleomorph = Didymella rabiei), is one of the most serious diseases of chickpea in many countries including Tunisia. The disease can result in total crop loss in years with severe epidemics. Fungicides are effective in controlling ascochyta blight but are prohibitively expensive for resource-poor farmers. Resistant cultivars are considered the best way to manage this disease and much effort has been dedicated to identifying resistant chickpea germplasm (Chen et al., 2004a). The frequent occurrence of severe epidemics of ascochyta blight in many regions on cultivars previously *E-mail: [email protected] [email protected] Accepted 29 August 2007 540 thought to be resistant has led to the conclusion that no chickpea germplasm has complete resistance to ascochyta blight, but rather cultivars vary quantitatively in susceptibility/ resistance to the disease (Chen et al., 2004b). Pathogens such as A. rabiei may evolve, increasing their virulence and aggressiveness as a response to selection pressure imposed by resistant cultivars. If resistant cultivars are to be effective and durable, control methods should target populations of pathogens rather than individuals (McDonald, 1997). For this reason, it has become evident that plant pathologists require a detailed knowledge of genetic variation in pathogen populations that can be used to guide resistance breeding (Milgroom & Peever, 2003). Genetic structure refers to the amount and distribution of genetic diversity within and among populations (McDonald, 1997). It includes gene diversity and genotype diversity and is controlled by five main evolutionary forces: mutation, population size and © 2008 The Authors Journal compilation © 2008 BSPP Population structure and mating system of Ascochyta rabiei random genetic drift, gene and genotype flow, reproduction and mating system, and selection (McDonald & Linde, 2002). Elucidating the genetic structure of a fungal pathogen may reveal which forces have the greatest impact on pathogen evolution. These studies can also reveal the evolutionary history of the populations and give insight into their potential to evolve (McDonald, 1997). In this way, it may be possible to predict the ‘risk’ of pathogen evolution, and assess this risk in order to improve control strategies (McDonald & Linde, 2002). Knowledge of the genetic structure of A. rabiei populations is important for the effective breeding of ascochyta blight-resistant cultivars, for understanding the evolutionary processes leading to breakdown of resistance genes, and to prevent the development of fungicide resistance (Peever et al. 2004). The genetic variation of A. rabiei has previously been estimated using several marker systems including random amplified polymorphic DNAs (RAPDs) (Chongo et al., 2004), DNA fingerprinting with synthetic, tandemrepetitive oligonucleotide probes (Morjane et al., 1994), and microsatellite-primed PCR (MP-PCR) (Geistlinger et al., 1997). Twenty simple sequence repeat (SSR) markers were developed by Geistlinger et al. (2000) and these markers have been found to be more variable than other types of molecular markers when applied to A. rabiei (Peever et al., 2004). These markers have revealed high levels of polymorphism among isolates from Tunisia, USA, Pakistan, Syria and Turkey (Geistlinger et al., 2000; Peever et al., 2004). Because of their hypervariability, species-specificity, robustness and reproducibility, SSR markers have become the marker system of choice for population genetic studies of most organisms including fungi (Geistlinger et al., 2000; Phan et al., 2003; Peever et al., 2004). For example, the genetic structure of A. rabiei has been determined in the Pacific Northwest of the USA (Peever et al., 2004) and Australia (Phan et al., 2003). Reproductive systems affect the way alleles are organized in individuals and genetic recombination leads to increased genotypic diversity (Milgroom, 1996). The mating systems of plant-pathogenic fungi can vary from strict inbreeding to obligate outcrossing (McDonald & Linde, 2002). Whereas asexual pathogen population structures are clonal, sexually-reproducing populations usually exhibit a high degree of genotype diversity that may increase their potential for adaptation in a changing environment and thus affect control strategies (McDonald & Linde, 2002; Milgroom & Peever, 2003). Both asexual reproduction via conidia and sexual reproduction via ascospores are important in the life cycle of the pathogen (Kaiser, 1992) and the predominance of one mode of reproduction relative to the other can affect population structure (Peever et al., 2004). Ascochyta rabiei conidia are exuded from pycnidia in a cirrhus and are spread, over relatively short distances (metres) via rain splash and these propagules are responsible for secondary disease cycles during the growing season of the crop (Nene & Reddy, 1987; Kaiser, 1992). Ascospores of the teleomorph D. rabiei are windborne and dispersed over long distance (TraperoCasas et al., 1996) and are thought to be important Plant Pathology (2008) 57, 540–551 541 sources of primary inoculum in areas where both mating types occur (Trapero-Casas et al., 1996; Kaiser, 1997b; Peever et al., 2004). Ascochyta rabiei has been spread around the world by human activity and now can be found infecting cool season-food legumes in most areas where they are produced (Morrall & McKenzie, 1974; Kaiser, 1997a; Peever et al., 2004). Much of this movement has likely been the result of introduction of infected and/or infested seed imported for agronomic evaluation (Morrall & McKenzie, 1974; Kaiser, 1992; Peever et al., 2004) with transmission from seed to seedling (Kimber et al., 2006). Ascochyta blight is the most economically significant biotic constraint to chickpea productivity in Tunisia, as it is in many chickpea-growing regions of the world (Mlaiki & Ben Hamadi, 1984). One hypothesis to explain why Tunisian farmers have moved from winter to spring sowing of chickpea is that ascochyta blight is yieldlimiting in winter cropping systems (Guillochon, 1940). However, despite the fact that the chickpea culture and ascochyta blight have been known for hundreds of years in Tunisia, the sexual stage of the pathogen was not observed before 2001 (Rhaiem et al., 2006). Based on previous studies of mating type distribution and the demonstration that environmental conditions are conducive to teleomorph development throughout Tunisia (Rhaiem et al., 2006, 2007), it is speculated that MAT1-2 has only recently been introduced into Tunisia. This hypothesis was tested by estimating the population structure and mating system of A. rabiei in Tunisia using six SSR markers and a mating type marker that are genetically unlinked and were demonstrated to be polymorphic in previous population studies with A. rabiei (Phan et al., 2003; Peever et al., 2004). These markers were used to genotype 123 isolates of A. rabiei sampled from the five main chickpea growing regions in Tunisia in order to: (i) determine the population structure of A. rabiei in Tunisia, and (ii) determine the mating system and importance of the sexual stage of the fungus in Tunisia based on associations among alleles at these loci. Materials and methods Sampling Isolates of A. rabiei were obtained from naturally infected chickpea plants sampled from Nabeul, Beja, Bizerte, Kef and Jendouba which represent the major chickpea growing regions of Tunisia (Table 1, Fig. 1). Samples were collected during May, June and July of 2002 and 2003. Leaves, stems and pods showing symptoms of ascochyta blight were randomly chosen every 10 metres along two to five parallel transects separated by at least 10 m. A total of 114 isolates were obtained. Nine additional reference isolates, sampled from 1997 to 2002 in the same areas, were provided by Dr Mohamed Kharrat, Institut National de la Recherche Agronomique de Tunisie (INRAT) (Table 1). For the purposes of this study, samples of isolates from each of the five regions are referred to as populations. 542 A. Rhaiem et al. Location Collection site Date Number of fields sampled Number of isolates Nabeul Menzel Temime Menzel Temime Kelibia Unknown Tamazrat Route of Bousalem North of Beja Route of Beja-Mateur Oued Beja Oued Beja Ain Ghalel Route of Oum Heni-Mateur Oum Heni Mateur Krib Oued Souani Touiret Bahia Bousalem Kodia Oued Mliz Oued Mliz Fernena Fernena Route of Bousalem-Tabarka 2002 2003 2003 2003 2003 2003 2003 2003 2000 2000 2003 2003 2003 2003 2003 2003 2001 2001 2002 2002 1997 2000 2000 2003 2001 9 2 1 1 1 1 1 1 1 1 3 1 1 1 6 1 1 1 1 1 1 1 1 1 1 16 3 1 1 1 2 1 7 1 1 4 1 42 2 28 2 1 1 1 2 1 1 1 1 1 Beja Bizerte Kef Jendouba Table 1 Ascochyta rabiei isolates used in this study Figure 1 Map of Tunisia (a) with the five chickpea-growing regions from which Ascochyta rabiei isolates were sampled (b). Populations where both mating types are present are underlined. Isolation, culturing and DNA extraction Chickpea leaves, stems and pods infected with ascochyta blight were cut into 4 to 10 mm2 pieces and surface-disinfected, placed on 2% water agar medium and incubated at 20°C for 24 to 48 h. Following production of conidia, infected tissues were removed and small cubes of water agar with discharged conidia were excised and transferred to chickpea medium (filtrate of 30 g chickpea seed boiled for 30 min, 20 g L–1 sucrose, 20 g L–1 agar). Cultures were incubated at 20°C in the dark for 5 to 7 days. When pure colonies of A. rabiei were obtained, isolates were singlespored and stored at − 20°C. To provide mycelium for DNA extraction, isolates were first cultivated on V8 juice agar medium (200 mL V8 juice, 3 g CaCO3, 20 g agar, 800 mL distilled H2O) at 20°C for 10 to 15 days. Mycelium was scraped from the surface of the plates and used to initiate cultures in 250 mL-flasks containing 50 mL of liquid 2-YEG medium (2 g L–1 yeast extract, 10 g L–1 glucose). After 5–6 days on a rotary shaker at 175 rpm and 20°C, mycelia were harvested from the flasks by vacuum filtration with potassium phosphate buffer (0·1 m K2HPO4, 0·1 m KH2PO4, pH 7), lyophilized in 9 cm-Petri dishes and stored at –85°C. Mycelium of each isolate was finely ground using liquid nitrogen and total genomic DNA was extracted following the protocols of Murtagh et al. (1999) and Lee & Taylor (1990) or using the DNeasy® Plant Mini Kit (Qiagen Ltd). DNA concentrations were estimated visually in 0·8% Agarose gels stained with 4 ng mL–1 ethidium bromide with uncut lambda DNA as a standard. Simple sequence repeat (SSR) markers One hundred and twenty three Tunisian isolates of A. rabiei were screened for variation at six SSR loci Plant Pathology (2008) 57, 540–551 Population structure and mating system of Ascochyta rabiei (Geistlinger et al., 2000). Variation at four of these loci, plus the mating type locus (Barve et al., 2003), were used to determine the population structure of A. rabiei in the US Pacific Northwest (Peever et al., 2004). Two additional loci (ArR01D, ArH06T) were subsequently determined to be genetically unlinked to the previous four and also to the mating type locus (TLP, unpublished data). PCR with the A. rabiei SSR primer pairs was performed as described by Peever et al. (2004) with the following modifications. Amplification of the SSR loci was carried out in 25 µL volumes containing 16 ng of genomic DNA, 1 × PCR buffer (50 mm KCl, 10 mm Tris-HCl pH 9, 0·1% Triton X-100) (Promega or New England Biolabs), 1 mm MgCl2 (Promega), 0·2 mm dNTPs (Life Sciences, Fermentas Inc.), 0·8 µm of 5′-fluorescent-labelled forward DNA primer (Applied Biosystems), 0·8 µm of unlabelled reverse DNA primer (Operon Biotechnologies) and 1U Taq polymerase (New England Biolabs). Cycling conditions consisted of an initial denaturation at 96°C for 1 min followed by 35 cycles of 96°C for 30 s, 57°C for 30 s and 70°C for 30 s. All PCR were carried out in a Hybaid Omn-E thermocycler (Hybaid). Annealing temperatures were optimized for each primer pair and ranged between 57 and 63°C with some adjustment in annealing temperatures required with labelled versus unlabeled primers. PCR amplicons were separated on 1·7% agarose gels, stained with 400 µg mL–1 ethidium bromide in 1 × TBE buffer for 45 min at 6·7 V cm–1. A 100 bp ladder (Life Sciences, Fermentas Inc.) was run in the outer lanes of each gel as a size standard. All markers were reproducible and clearly resolvable. Scoring and sequencing of SSR alleles Microsatellite alleles were scored on an ABI PRISM 3100 Capillary Sequencer (Applied Biosystems). Chromatograms were analysed using GeneScan v.3·7 (Applied Biosystems) and GeneScan files were imported into Genotyper v.3·7 (Applied Biosystems) for comparisons. Representative alleles for each locus were sequenced on both strands to determine the repeat motif for each allelic class. The same primer pair developed by Geistlinger et al. (2000), used to PCR-amplify locus ArH02T, was used for Table 2 SSR-specific primers used for sequencing representative allelic size classes in Ascochyta rabiei sequencing. New primer pairs producing larger amplicons to facilitate sequencing were designed for ArR12D, ArA06T, ArH05T, ArH06T and ArR01D (Table 2). Primers (Operon Biotechnologies Inc.) were designed from sequences deposited in GenBank (GenBank Accession Nos. AJ246975, AJ246951, AJ246966, AJ246967 and AJ246971 respectively) by Geistlinger et al. (2000) using Primer 3 (Rozen & Skaletsky, 2000). PCR conditions were re-optimized for the newly designed primer pairs and annealing temperatures used ranged between 54 and 58°C. Sequence reactions and cycling sequence conditions were performed as described by Peever et al. (2004). Mating type marker Mating type of each isolate was determined using the MAT-specific PCR assay developed by Barve et al. (2003). The MAT1-1-specific primer Sp21, a MAT1-2 specific primer Tail 5, and a flanking region-specific primer Com1 were combined in equal concentrations in a single PCR reaction. PCR reactions were carried out in 25 µL volumes containing 10 ng genomic DNA, 1 × PCR buffer with 1·5 mm MgCl2 (ABgene), 0·2 mm dNTPs (Advanced Biotechnologies Inc.), 1U Red Hot DNA Taq polymerase (ABgene), 2 µm of each primer (Operon). Cycling conditions consisted of an initial denaturation at 94°C for 4 min followed by 45 cycles of 94°C for 45 s, 58°C for 45 s, 72°C for 1 min, and a final extension at 72°C for 5 min. Amplified products were separated in 1% agarose gels, stained with 400 µg mL–1 ethidium bromide. A 100 bp DNA ladder (Invitrogen) was run in the outer lanes of the gel as a size standard. Data analysis Gene diversity and genetic differentiation Observed and effective numbers of alleles (Kimura & Crow, 1964) and allele frequencies were estimated for each SSR locus and the mating type locus in each population using POPGENE Version 1·32 (Molecular Biology and Biotechnology Centre, University of Alberta, Edmonton, Canada). Homogeneity of allele frequencies Locus Accession numbera ArR12D AJ246975 ArA06T AJ246951 ArH05T AJ246966 ArH06T AJ246967 ArR01D AJ246971 a 543 Primer sequence (5′→3′) ACACTGAAATCCCTCGTGCTC GTCAGACGACGGGCCTTG GTATACGCTCCTTAAATTGCAACC GGGTACTTTCTAGCACGCTGT GGTCTTTGATTATTATGGAGTACCA GAAGCCAATGTCGTCGGACT CGGGCAAGCGTGCAACTCTC TACCGCCTCGCCTGCTGCTG GCGATTACGATCACGGTGTA GTCCTAGCGCGTCAGCAG Expected size (bp)b 310 390 490 359 341 Accession numbers of sequences deposited in GenBank by Geistlinger et al. (2000). Expected sizes of sequenced clones (Geistlinger et al., 2000). b Plant Pathology (2008) 57, 540–551 544 A. Rhaiem et al. among populations was estimated using a chi-squared (χ2) test and a likelihood ratio test (G2) in POPGENE. Differentiation among populations was tested using Weir’s θ (Weir, 1996). The null hypothesis of no population differentiation (θ = 0) was tested by comparing observed θ values to values obtained from 1000 artificially randomized datasets where multilocus genotypes were permuted among populations using the programme MULTILOCUS version 1·3 (Agapow & Burt, 2001). Gene diversity (H) was estimated for each locus, within each population (Nei, 1973). Gene diversity for the entire population (all Tunisian locations) (HT), gene diversity within population (HS) as well as Nei’s gene differentiation or gene diversity attributable to differentiation among populations (GST) were estimated (Nei, 1973) in POPGENE. Gene diversity of isolates of each mating type in each population was compared using a Mann-Whitney (U) non-parametric test for independent samples implemented in STATISTICA (Kernel version 5·5, StatSoft, Maisons-Alfort France). Genotypic diversity Genotypic diversity (D), was estimated according to the formula D = n/ n − 1(1 − ∑ Pi2) (Pielou, 1969) implemented in MULTILOCUS. The null hypothesis of zero genotypic diversity was tested by comparing observed D values to values in expected 1000 artificially randomized datasets where individuals (multilocus genotypes) were permuted within each population. Total number of unique genotypes and the frequency of the most frequent genotype occurring in each population were determined using MULTILOCUS. Cluster analyses Nei’s unbiased measures of genetic identity and genetic distances within and among populations were estimated using POPGENE. Pooled allele frequencies within each population were used to generate an unrooted phenogram based on Nei’s standard distance (DS) clustered using the unweighted pair group method with arithmetic averaging (UPGMA). Data was subject to bootstrap resampling with 1000 replications implemented in FREETREE v. 0·9·1·50 (Pavlicek et al., 1999). The consensus tree was displayed using TREEVIEW v. 1·6·6 (Page, 1996). A Bayesian model-based clustering method using multilocus genotype data implemented in the STRUCTURE software package Version 2·0 was used to infer population structure and assign individuals to populations, adopting an admixture model (Pritchard et al., 2000). Analysis was performed using 105 burn-in replicates and a run length of 106 replicates. Log likelihood values and posterior probabilities were estimated assuming one to seven population clusters (K = 1, 2 ... 7). Three independent runs were performed for each analysis in order to verify the convergence of parameter estimates. Two different analyses were performed using this model: (i) both SSR and MAT markers were included and isolates were classified by location in order to determine if the same genotypes were present in the different locations; and (ii) analyses based on SSR markers only, isolates were initially classified by mating type in order to determine if SSR allele frequencies differed significantly between the two mating types (MAT1-1 and MAT1-2). Mating system The index of association (IA) (Brown et al., 1980) as well as multilocus gametic disequilibrium values (rd) and the proportion of compatible pairs of loci were estimated within each population as implemented in MULTILOCUS (Agapow & Burt, 2001). The hypothesis of random mating within populations (only estimated for samples with n = 16 or greater and collected from a single location during the same season) was tested based on the significance of IA and rd and using non-clone-corrected and clone-corrected datasets. The null hypothesis of complete panmixia was tested by comparing the observed IA or rd values to datasets in which an infinite amount of recombination has been generated by randomly shuffling the alleles among individuals 1000 times independently for each locus, and within each population (Agapow & Burt, 2001). Results Genetic diversity Each of the six SSR primer pairs produced a single amplicon for each locus from each isolate as expected for a haploid ascomycete fungus. Two to seventeen alleles were detected per locus among all isolates. Sequencing of representative alleles for each locus revealed the same repeat motif for each allelic size class (Table 3). All loci were polymorphic and differences of one to three base pairs, which were confirmed by sequencing on both DNA strands, could be detected among alleles using the capillary sequencer. All SSR loci were polymorphic in the Nabeul, Bizerte, Kef and Jendouba populations, while ArR12D and ArA06T were monomorphic and ArH05T, ArR01D, ArH06T and ArH02T polymorphic only in the Beja population. Observed numbers of alleles per locus in each population ranged from one to ten, and effective numbers of alleles varied between one and seven (data not shown). Sixty-four alleles were detected among the Tunisian isolates, 36 (56%) of which were private (only present in one location) (Slatkin, 1985). Nineteen alleles were found exclusively in Kef, 14 in Nabeul, two in Bizerte and one in Jendouba. Among the 64 alleles detected, eleven (17%) occurred in two locations, six (9%) occurred in three locations, five (8%) occurred in four locations and six (9%) occurred in all populations (data not shown). Population structure Significant heterogeneity in allele frequencies (P < 0·001) was detected among the five populations. θ values ranged from 0·17 and 0·48 for each locus and differentiation Plant Pathology (2008) 57, 540–551 Population structure and mating system of Ascochyta rabiei 545 Table 3 Size and repeat motifs of sequenced SSR alleles of Ascochyta rabiei Locusa Number of allelesb ArH05T Allelec Sized Repeat Motife 17 A B C D E F G H I J K L M N O P Q 180 182 185 188 191 194 200 212 215 236 239 242 255 320 336 353 394 (CTT)13 (CTT)14 nd nd (CTT)17 nd (CTT)20 nd nd (CTT)32 nd (CTT)34 nd nd nd nd nd ArR12D 10 A B C D E F G H I J 158 160 164 167 175 185 206 211 225 227 (CA)14 (CA)15 (CA)17 (CA)19 (CA)23 (CA)27 (CA)37 (CA)39 nd (CA)49 ArR01D 3 A B C 162 187 195 (GTGTGTGG)0 (GTGTGTGG)2 (GTGTGTGG)3 ArH06T 15 A B C D E F G H I J K L M N O 148 155 167 170 173 176 181 187 190 193 228 231 234 245 248 (CAA)2(CAG)5CAACGA(CAA)7(CAG)6CAACGA(CAA)2CCAAAA(CAA)13 (CAA)2(CAG)5CAACGA(CAA)5(CAG)6CAACGA(CAA)2CCAAAA(CAA)15 (CAA)2(CAG)5CAACGA(CAA)7(CAG)6CAACGA(CAA)2CCAAAA(CAA)17 nd nd (CAA)2(CAG)5CAACGA(CAA)10(CAG)6CAACGA(CAA)2CCAAAA(CAA)17 nd (CAA)2(CAG)5CAACGA(CAA)7(CAG)7CAACGA(CAA)2CCAAAA(CAA)23 nd (CAA)2(CAG)6CAACGA(CAA)7(CAG)5CAACGA(CAA)2CCAAAA(CAA)25 (CAA)2(CAG)5CAACGA(CAA)7(CAG)6CAACGA(CAA)10(CAG)6CAACGA(CAA)2CCAAA(CAA)19 nd nd nd (CAA)2(CAG)5CAACGA(CAA)7(CAG)6CAACGA(CAA)10(CAG)6CAACGA(CAA)2CCAAA(CAA)27 ArH02T 17 A B C D E F G H I J K L M N O P Q 265 279 282 285 297 300 303 309 312 315 324 327 330 333 336 342 345 (GAA)25 (GTA)6 (GAA)30(GTA)6 (GAA)31(GTA)6 (GAA)31(GTA)7 nd (GAA)36(GTA)7 nd (GAA)39(GTA)7 nd (GAA)41(GTA)7 (GAA)45(GTA)6 nd nd (GAA)47(GTA)7 (GAA)48(GTA)7 (GAA)50(GTA)7 (GAA)52(GTA)6 ArA06T 2 A B 132 157 (CAACAC)5(CAC)1 (CAACAC)7(N)6(CAC)3 a SSR locus code (Geistlinger et al., 2000). Total number of alleles detected for each locus. c Alleles coded by letter for each locus. d Size of amplicon in base pairs. e Repeat motif of sequenced allele (nd = not determined). b Plant Pathology (2008) 57, 540–551 546 A. Rhaiem et al. Table 4 Gene diversity and differentiation among five populations of Ascochyta rabiei in Tunisia Gene diversity by population Locus Nabeul Beja Bizerte Kef Jendouba H Tc HSd c GST θf ArH05T ArR12D ArR01D ArH06T ArH02T ArA06T MAT Mean 0·82b 0·69 0·35 0·73 0·85 0·43 0·48 0·62 0·29 0·00 0·15 0·15 0·29 0·00 0·00 0·13 0·51 0·12 0·15 0·15 0·39 0·08 0·00 0·20 0·81 0·61 0·63 0·80 0·86 0·47 0·48 0·67 0·56 0·22 0·22 0·56 0·56 0·22 0·37 0·39 0·79 0·39 0·51 0·70 0·74 0·42 0·34 0·56 0·60 0·33 0·30 0·48 0·59 0·24 0·27 0·40 0·24 0·16 0·41 0·31 0·21 0·42 0·20 0·28 0·23*** 0·17*** 0·46*** 0·39*** 0·23*** 0·48*** 0·28*** 0·32*** a a SSR locus (Geistlinger et al., 2000) or MAT locus (Barve et al., 2003). Nei’s gene diversity within each population (Nei, 1973). c Gene diversity within the total population (Nei, 1973). d Mean gene diversity within populations (Nei, 1973). e Gene diversity attributable to differentiation among populations (Nei, 1973). f Population differentiation (Weir, 1996). Null hypothesis of no differentiation (θ = 0) was tested by comparing θ values from 1000 randomized data sets to θ estimated from the observed data sets. ***P < 0·001. b among populations was significant as indicated by randomization tests (Table 4). Gene diversities at each SSR locus ranged from 0·34 to 0·79 and were higher in Kef and Nabeul compared to Bizerte, Jendouba, and Beja (Table 4). Gene diversity (HT) for the overall A. rabiei Tunisian population based on both SSR and MAT markers was estimated to be 0·56 with 28% attributable to differentiation among populations and 72% to variation within populations (Table 4). The highest heterozygosities were obtained for ArH05T and ArH02T. Forty-eight multilocus genotypes (MLG) were identified among all isolates with only three genotypes present in more than one location. Thirty-five genotypes were present only once in the overall population. Only one MLG (mating type 1) was detected in all five populations (Table 5). Twenty-three genotypes were observed in Kef, 13 in Nabeul, 10 in Bizerte, five in Jendouba and four in Beja. Multilocus genotypes of mating type MAT1-1 isolates did not completely overlap those of mating type MAT1-2 isolates. The non-parametric Mann-Whitney test for independent samples revealed that gene diversity was significantly higher among mating type MAT1-1 isolates compared to mating type MAT1-2 isolates (P < 0·05) (data not shown). Among the twentyfour MAT1-2 isolates, 12 unique MLG were detected, with 11 found only in one location. Genotypic diversities were significantly greater than 0 in all five populations (P < 0·05) with P-values below 0·001 in Nabeul, Bizete and Kef (Table 5). Plots of genotypic diversity vs. number of loci revealed that the high values of genetic diversity obtained in Nabeul, Kef and Jendouba population have reached a plateau whereas scoring more loci is likely to increase the genotypic diversity for the Beja and Bizerte populations of the pathogen (data not shown). Genotypic diversity in Nabeul, Kef and Jendouba populations was higher than that observed in Beja and Bizerte (Table 5). Figure 2 Unrooted phenogram estimated among Tunisian Ascochyta rabiei populations from the five main chickpea growing areas in Tunisia (Nabeul, Beja, Bizerte, Kef and Jendouba) based on SSR and MAT allele frequencies. The phenogram was generated based on Nei’s standard distance (DS) and using the unweighted pair group method with arithmetic averaging (UPGMA). Numbers at major branches indicate the percentage occurrence of the cluster adjacent to the branch in 1000 bootstrapped data sets. The UPGMA phenogram estimated using pooled allele frequencies in each population revealed two distinct groups, each with high bootstrap support (Fig. 2). One group contained the Nabeul and Kef populations and the Plant Pathology (2008) 57, 540–551 Population structure and mating system of Ascochyta rabiei 547 Table 5 Occurrence of multilocus genotypes (MLG) among five populations of Ascochyta Rabiei in Tunisia Populations a MLG Nabeul Beja Bizerte Kef Jendouba G1 G2 G3 G4 G5 G6 G7 G8 G9 G10 G11 G12 G13 G14-G19 G20; G21 G22-G27 G28-G46 G47; G48 Nib Nuc F md De × – – × × × × × × – – – – × – – – – 22 13 5 0·935*** × × – – – – – – – – – – – – × – – – 12 4 9 0·454* × × – – – – – – – × × – – – – × – – 49 10 28 0·643*** × – × – – – – – – – – × × – – – × – 32 23 7 0·949*** × × – – – – – – – – – – × – – – – × 8 5 4 0·785** Total occurrence 37 19 7 5 2 2 2 2 2 2 2 2 2 1 1 1 1 1 123 48 0·882*** a Multilocus genotype (G1 to G48) based on alleles obtained at six SSR loci ArA06T, ArH02T, ArH05T, ArH06T, ArR01D, ArR12D and the MAT locus. Total number of isolates sampled per population. c Number of unique multilocus genotypes in each population. d Frequency of the most common genotype. e Genotypic diversity (Pielou, 1969). Null hypothesis of no genotypic diversity was tested by comparing D-values obtained from 1000 randomized data sets to those estimated from the observed data set. *0·01 < P < 0·05, **0·001 < P < 0·01, ***P < 0·001. b other the Bizerte, Jendouba and Beja populations. Within this latter group, Beja could be differentiated from Bizerte and Jendouba with 79% bootstrap support (Fig. 2). STRUCTURE analysis revealed the highest posterior probability for five populations among all isolates (Fig. 3a). Eighty to 90% of the isolates in Bizerte, Beja and Jendouba were assigned with high probability to population 1. The remaining isolates (10–20%) were assigned to population 2, 3 or 4. Isolates from Nabeul and Kef were assigned to five populations (1, 2, 3, 4, 5) with different probabilities. Population 5 appears to be present with high probability only in the Kef and Nabeul populations. STRUCTURE results were consistent with those obtained using genetic distance analysis of pooled allele frequencies. Two major groups were identified in both analyses with substructuring evident within each major group. When the mating type locus was removed from the STRUCTURE analysis, two populations were revealed, one corresponding to each mating type (Fig. 3b). Mating system The null hypothesis of random mating was rejected (P < 0·01) in Nabeul, Kef and Bizerte based on multilocus gametic disequilibrium tests (IA and rd) for both clonecorrected and non clone-corrected datasets (Table 6). Plant Pathology (2008) 57, 540–551 Random mating was also rejected (P < 0·001) in Nabeul, Bizerte and Kef based on the locus compatibility test with the non clone-corrected samples but could not be rejected (P > 0·05) in all of the clone-corrected populations. Random mating could not be rejected (P > 0·05) using the mating type ratio test in Nabeul and Kef for both non clone-corrected and clone-corrected datasets but was consistently rejected in Bizerte (Table 6). Discussion Reduced genetic and genotypic diversity of MAT1-2 isolates, lack of gene flow between MAT1-1 and MAT1-2 isolates, and restricted distribution and lower overall frequency of MAT1-2 isolates (Rhaiem et al., 2007) all support the hypothesis that MAT1-2 of A. rabiei has recently been introduced to Tunisia. The sexual stage, D. rabiei, was only observed in Tunisia in 2001 despite many hundreds of years of chickpea cultivation (Rhaiem et al., 2006), lending further support for the hypothesis of a recent introduction of MAT1-2. Environmental conditions conducive to teleomorph development exist in all chickpea growing areas of Tunisia (Rhaiem et al., 2006), so lack of teleomorph development is likely attributable to spatial separation of mating types, possibly on a very small scale. Although both mating types occur in Nabeul, 548 A. Rhaiem et al. Figure 3 Estimated membership coefficient for each individual Ascochyta rabiei isolate inferred with the highest posterior probability using STRUCTURE analysis and based on SSR and MAT multilocus genotypes. Isolates are represented by single vertical bars divided into five coloured segments (dark grey, white, grey, black and light grey) corresponding to the inferred membership fraction in population 1, 2, 3, 4 or 5. (a) Isolates are classified by location. (b) Figure is split into two sections by mating type. Figs a and b were obtained with independent STRUCTURE analyses. Therefore, the same colour between figures does not refer to the same population. Table 6 Multilocus gametic disequilibrium, mating type ratios and tests for random mating within Ascochyta rabiei populations from Tunisia Sample N ia Nabeul 16 Bizerte 49 Kef 28 Nabeul-CCi 8 Bizerte-CC 12 Kef-CC 20 Compatibility of locib Gametic disequilibriumc Pr Comp P IA P rd P Ratiod 1·000g (1·000)h 0·933 (0·952) 0·200 (0·286) 1·000 (1·000) 0·933 (0·952) 0·200 (0·286) 0·000 (0·000) 0·001 (0·001) < 0·001 (< 0·001) 0·410 (0·062) 0·458 (0·466) 0·175 (0·007) 1·863 (1·845) 2·429 (2·429) 1·366 (1·461) 1·039 (0·675) 2·179 (2·170) 0·331 (0·339) 0·000 (0·000) < 0·001 (< 0·001) < 0·001 (< 0·001) 0·002 (0·031) < 0·001 (< 0·001) 0·005 (0·004) 0·375 (0·311) 0·513 (0·513) 0·279 (0·248) 0·213 (0·116) 0·450 (0·450) 0·068 (0·058) 0·000 (0·000) < 0·001 (< 0·001) < 0·001 ( < 0·001) 0·002 (0·031) < 0·001 (< 0·001) 0·005 (0·004) 10:6 1·000 0·317 49:0 49·000 0·000 16:12 0·571 0·449 6:2 1·000 0·317 12:0 12·000 0·000 14:6 3·200 0·074 Mating type χ2e Pf a Number of isolates analyzed. Proportion of compatible pairs of loci (Agapow & Burt, 2001). Null hypothesis of no gametic disequilibrium (Pr Comp = 0). c Two measures of gametic disequilibrium: IA, the index of association (Brown et al., 1980) and rd, the multilocus gametic disequilibrium (Agapow & Burt, 2001). Null hypotheses of random mating (IA = 0; rd = 0). d Mating type 1 (MAT1-1): mating type 2 (MAT1-2). e 2 χ -value for the test of 1:1 ratio. f Probability of greater χ2-value under the null hypothesis of 1:1 ratio (with 1 degree of freedom). g Values obtained with SSR loci only. h Values obtained when both SSR and MAT loci were included in the analysis. i -CC: clone-corrected datasets. b Kef and Jendouba (Rhaiem et al., 2007), these A. rabiei populations do not appear to be freely recombining. The ability to reject the hypothesis of random mating in Nabeul, Kef and Jendouba, even after clone correction, the skewed ratio of MAT1-2 compared to MAT1-1, and the genetic differentiation between MAT1-1 and MAT1-2 all indicate that recombination is limited in Tunisia. Plant Pathology (2008) 57, 540–551 Population structure and mating system of Ascochyta rabiei The significantly reduced genetic and genotypic diversities observed among MAT1-2 isolates compared to MAT1-1 isolates provide evidence for a restricted introduction of MAT1-2 isolates and possible genetic bottleneck. MAT1-2 isolates from several populations had similar multilocus genotype (MLG) (i.e. only different alleles at one locus) that may reflect a restricted introduction followed by one-step mutation of SSR loci within populations. The predominance of asexual reproduction in Tunisian A. rabiei populations may also explain the restricted gene flow between populations, since A. rabiei conidia are rarely distributed horizontally more than a few metres from their source and much shorter distances than ascospores (Kaiser, 1997b; Milgroom & Peever, 2003). There are many possible sources for the introduction of MAT1-2 into Tunisia during the last ten years. Both mating types have been reported in Turkey (Kaiser & Küsmenoglu, 1997), Syria (Kaiser, 1997b) and Canada (Armstrong et al., 2001). The importation of chickpeas into Tunisia from these countries has almost doubled between 1990 and 2000 (Anonymous, 2002). In support of this observation, the Bayesian assignment analysis showed that MAT1-2 isolates were subdivided into two populations, which strengthens the hypothesis that at least two independent introductions of this mating type have occurred. Only one MLG (mating type 1) was common to all five populations in Tunisia. Higher frequencies of this MLG were detected in Bizerte (57%), Jendouba (50%) and Beja (17%) compared to Nabeul (5%) and Kef (8%). The presence of this MLG in the five Tunisian populations sampled for this study and one isolate sampled from Jendouba in 1997 may suggest dispersal of this genotype from a common source population, most likely by seed, and its establishment in the different chickpea growing areas. Restricted migration of A. rabiei among populations in Tunisia can be attributed to limited exchange of seed among regions, since 90% of seeds used by Tunisian farmers come from their own fields or from local small markets in the same region (Ghanmi, 2001). In the Maghreb countries in general, and in Tunisia in particular, the use of certified seed is limited and almost all certified chickpea seed is imported from outside the country. Chickpeas imported for consumption are also likely to be used by some farmers as seed. Importation of chickpea seed has increased from 400 Mt in 1993 to 19 000 Mt in 2003 (FAO, 2004) and chickpeas have been imported from many countries including Egypt, Syria, Morocco, Turkey, Canada, Mexico, Lebanon and Iran (Anonymous, 2005). Chickpea seed is rarely exchanged between regions in Tunisia, regardless of whether they come from farmers’ own production, from local markets or imported from outside the country. Based on the ability to reject the hypothesis of random mating in Nabeul, Kef and Jendouba, these genotypically diverse populations are likely to be derived from seedborne inoculum or local spread via conidia. The coexistence of both mating types in these locations and eventual introduction of MAT1-2 into all areas of Tunisia will Plant Pathology (2008) 57, 540–551 549 result in changes in the epidemiology of ascochyta blight. Environmental conditions are conducive to development of the sexual stage throughout Tunisia (Rhaiem et al., 2006) so appearance of the sexual stage in these areas will presumably be driven by migration of MAT1-2 into these locations. The occurrence of the teleomorph in Tunisia will lead to important changes in the epidemiology of the disease such as long distance dispersal by ascospores (Milgroom & Peever, 2003), and by affecting survival of the pathogen (Kaiser, 1992). Genetic recombination through the sexual stage may also result in new genotypes better adapted to resistant chickpea germplasm. Pathogens that possess a mixed reproduction system with at least one sexual cycle per growing season are considered to pose the greatest risk for overcoming resistance genes (McDonald & Linde, 2002). The coexistence of both sexual and asexual reproduction has been shown to play an important role in the epidemiology and population biology of several plant pathogenic fungi (Chen et al., 2002; Bennett et al., 2005) including A. rabiei (TraperoCasas & Kaiser, 1992; Trapero-Casas et al., 1996; Armstrong et al., 2001; Galloway & MacLeod, 2003; Milgroom & Peever, 2003; Bayraktar et al., 2007). Highly significant genetic differentiation was detected among A. rabiei populations sampled from five representative chickpea-growing regions of Tunisia. The genetic differentiation revealed here with six SSR markers and the mating type marker was significantly higher than that detected by Peever et al. (2004) among A. rabiei populations sampled from the US Pacific Northwest and by Phan et al. (2003) among A. rabiei isolates from Syria, US and Canada and Australia using the same markers. In Tunisia, where chickpea has been cultivated for hundreds of years and ascochyta blight may have been present for much of this time, the high level of differentiation observed among A. rabiei populations relative to Australia, Canada and the USA may not be unexpected. Genetic drift may have had much more time and many more generations to operate in Tunisia compared to other areas where A. rabiei has been more recently introduced. Increased drift may also be favoured by the specific attributes of Tunisian agroecosystems. Relatively small fields are cultivated by Tunisian farmers and such fields may harbour smaller populations of A. rabiei compared to regions where largerscale agriculture is practiced. In such agroecosystems with patchy distributions of host and pathogen, random genetic drift may play a more important role in shaping population structure. Selection by host cultivar is another possible explanation for the differentiation observed among Tunisian A. rabiei populations. Researchers in Tunisia have identified new sources of resistance to ascochyta blight in chickpea by screening chickpea germplasm that is adapted to Tunisian agriculture. Some of these cultivars have been released to farmers (Halila & Harrabi, 1990). Unfortunately, no records are available regarding the frequency with which these cultivars are being grown in these regions. Access to this kind of data, coupled with knowledge of how these cultivars respond to different genotypes of A. rabiei present in Tunisia, might allow 550 A. Rhaiem et al. inferences to be made regarding potential selection by host cultivar and how this might be influencing population structure. Genetic distance analyses based on pooled allele frequencies within populations or model-based Bayesian assignment revealed two main clusters of isolates in Tunisia. The Kef and Nabeul populations were distinct from those of Beja, Jendouba and Bizerte. A preliminary population structure analysis using ten RAPD primers with 40 A. rabiei isolates representative of these same chickpea growing regions of Tunisia revealed a similar structure (Rhaiem et al., 2007). Restricted migration of A. rabiei among different chickpea-growing regions of Tunisia is supported by the high number of ‘private’ alleles detected in each population and by the high number of multilocus genotypes (MLG) specific to each location. In addition, high local variability of the pathogen was detected within single fields. The genetic similarity observed among isolates from Beja, Bizerte and Jendouba may be due to geographic proximity and gene flow or to founding of these populations from a common source population. The strong genetic differentiation observed among the five Tunisian populations, which are geographically adjacent, was very different from that reported by Phan et al. (2003) in Australia where high genetic similarity was found between A. rabiei Australian populations separated by large geographical distances. This lack of diversity was attributed to a founder effect whereby the pathogen was recently introduced into widely geographically separated chickpea growing areas in Australia (Taylor & Ford, 2006). Acknowledgements This work was funded in part by the European Union project Ascorab, INCO-DEV (Contract Nº. ICA4-CT 2000-30003). We thank Dr Richard N. Strange for his support for this project. References Agapow PM, Burt A, 2001. Indices of multilocus linkage disequilibrium. Molecular Ecology Notes 1, 101–2. Anonymous, 2002. Les légumineuses au Moyen-Orient et en Afrique du Nord. Le Bulletin Bimensuel (Agriculture and Agri-Food Canada) 15, x–y. Anonymous, 2005. Statistiques du Commerce Extérieur de la Tunisie: Importations. Tunisia: Institut National des Statistiques, Ministère du Développement et de la Coopération Internationale. Armstrong CL, Chongo G, Gossen BD, Duczek LJ, 2001. Mating type distribution and incidence of the teleomorph of Ascochyta rabiei (Didymella rabiei) in Canada. Canadian Journal of Plant Pathology 23, 110 –3. Barve MP, Arie T, Salimath S, Muehlbauer FJ, Peever TL, 2003. Cloning and characterization of the mating type (MAT) locus from Ascochyta rabiei (teleomorph: Didymella rabiei) and a MAT phylogeny of legume-associated Ascochyta spp. Fungal Genetics and Biology 39, 151– 67. Bayraktar H, Dolar FS, Maden S, 2007. Mating type groups of Ascochyta rabiei (teleomorph: Didymella rabiei), the causal agent of chickpea blight in Central Anatolia. Turkish Journal of Agriculture and Forestry 31, 41– 6. Bennett RS, Milgroom MG, Bergstrom GC, 2005. Population structure of seedborne Phaeosphaeria nodorum on New York wheat. Phytopathology 95, 300 –5. Brown AHD, Feldman MW, Nevo E, 1980. Multilocus structure of natural populations of Hordeum spontaneum. Genetics 96, 523–36. Chen F, Goodwin PH, Khan A, Hsiang T, 2002. Population structure and mating-type genes of Colletotrichum graminicola from Agrostis palustris. Canadian Journal of Microbiology 48, 427–36. Chen W, Coyne CJ, Peever TL, Muehlbauer FJ, 2004a. Characterization of chickpea differentials for pathogenicity assay of ascochyta blight and identification of chickpea accessions resistant to Didymella rabiei. Plant Pathology 53, 759 – 69. Chen W, Peever TL, Muehlbauer FJ, 2004b. Pathotype distribution of Ascochyta rabiei in the western United States. The 5th Canadian Pulse Research Workshop, 2004, London, Ontario, Canada. (Abstract). Chongo GB, Gossen D, Buchwaltdt L, Adhikari T, Rimmer SR, 2004. Genetic diversity of Ascochyta rabiei in Canada. Plant Disease 88, 4–10. FAO, 2004. FAOSTAT Database Results (http://apps.fao/ faostat). Galloway J, MacLeod WJ, 2003. Didymella rabiei, the teleomorph of Ascochyta rabiei, found on chickpea stubble in Western Australia. Australasian Plant Pathology 32, 127– 8. Geistlinger J, Weising K, Kaiser WJ, Kahl G, 1997. Allelic variation at a hypervariable compound microsatellite locus in the ascomycete Ascochyta rabiei. Molecular and General Genetics 256, 298–305. Geistlinger J, Weising K, Winter P, Kahl G, 2000. Locus-specific microsatellite markers for the fungal chickpea pathogen Didymella rabiei (anamorph) Ascochyta rabiei. Molecular Ecology 9, 1939 – 41. Ghanmi M, 2001. Organisation de la production de semences en Tunisie. In: Proceedings of Legumed Symposium: Grain Legumes in Mediterranean Agriculture, AEP Workshop, 25– 27 October 2001. Rabat, Morocco. European Association for Grain Legume Research (AEP), 85–90. Guillochon ML, 1940. Les légumineuses alimentaires en Tunisie. Revue de Botanique Appliquée 226, 389 – 402. Halila MH, Harrabi MM, 1990. Breeding for dual resistance to Ascochyta and wilt diseases in chickpea. Options Méditerranéennes – Série Séminaires 9, 163– 6. Kaiser WJ, 1992. Epidemiology of Ascochyta rabiei. In: Singh KB, Saxena MC, eds. Disease Resistance Breeding in Chickpea. Aleppo, Syria: ICARDA, 117–34. Kaiser WJ, 1997a. Inter- and intranational spread of Ascochyta pathogens of chickpea, fababean, and lentil. Canadian Journal of Plant Pathology 19, 215–24. Kaiser WJ, 1997b. The teleomorph of Ascochyta rabiei and its significance in breeding chickpea. In: Udupa S, Weigand F, eds. DNA Markers and Breeding for Resistance to Ascochyta Blight in Chickpea. Aleppo, Syria: ICARDA, 3–21. Kaiser WJ, Küsmenoglu I, 1997. Distribution of mating types and the teleomorph of Ascochyta rabiei on chickpea in Turkey. Plant Disease 81, 1284 –7. Plant Pathology (2008) 57, 540–551 Population structure and mating system of Ascochyta rabiei Kimber RBE, Scott ES, Ramsey MD, 2006. Factors influencing transmission of Didymella rabiei (ascochyta blight) from inoculated seed of chickpea under controlled conditions. European Journal of Plant Pathology 114, 175 – 84. Kimura M, Crow JF, 1964. The number of alleles that can be maintained in a finite population. Genetics 49, 725 – 38. Lee SB, Taylor JW, 1990. Isolation of DNA from fungal mycelia and single spores. In: Innis MA, Gelfand DH, Snisky JJ, White TJ, eds. PCR Protocols: A Guide to Methods and Applications. San Diego, CA, USA: Academic Press, 282–7. McDonald BA, 1997. The population genetics of fungi: tools and techniques. Phytopathology 87, 448–53. McDonald BA, Linde C, 2002. Pathogen population genetics, evolutionary potential, and durable resistance. Annual Review of Phytopathology 40, 349–79. Milgroom MG, 1996. Recombination and the multilocus structure of fungal populations. Annual Review of Phytopathology 34, 457–77. Milgroom MG, Peever TL, 2003. Population biology of plant pathogens: the synthesis of plant disease epidemiology and population genetics. Plant Disease 89, 608–17. Mlaiki A, Ben Hamadi S, 1984. Chickpea improvement in Tunisia. In: Saxena MC, Singh KB, eds. World Crops: Production, Utilization, Description. Vol. 9: Ascochyta Blight and Winter Sowing of Chickpeas. The Hague, the Netherlands: Matinus Nijhoff/Dr W Junk Publishers for ICARDA, 255–8. Morjane H, Geistlinger J, Harrabi M, Weising K, Kahl G, 1994. Oligonucleotide fingerprinting detects genetic diversity among Ascochyta rabiei isolates from a single field in Tunisia. Current Genetics 26, 191–7. Morrall RAA, McKenzie DL, 1974. A note on the inadvertant introduction to North America of Ascochyta rabiei, a destructive pathogen of chickpea. Plant Disease Reporter 58, 342–5. Murtagh GJ, Dyer PS, McClure PC, Crittenden PD, 1999. Use of randomly amplified polymorphic DNA markers as a tool to study variation in lichen-forming fungi. Lichenologist 31, 257–67. Nei M, 1973. Analysis of gene diversity in subdivided populations. Proceedings of the National Academy of Sciences, USA 70, 3321–3. Nene YL, Reddy MV, 1987. Chickpea diseases and their control. In: Saxena MC, Singh RS, eds. The Chickpea. Wallingford, UK: CAB International, 233–70. Page RDM, 1996. TreeView: an application to display phylogenetic trees on personal computers. Computer Applications in the Biosciences 12, 357– 8. Pavlicek A, Hrda S, Flegr J, 1999. FreeTree-freeware program Plant Pathology (2008) 57, 540–551 551 for construction of phylogenetic trees on the basis of distance data and bootstrap/jackknife analysis of the tree robustness. Application in the RAPD analysis of the genus Frenkelia. Folia Biologica (Praha) 45, 97–9. Peever TL, Salimath S, Su G, Kaiser WJ, Muehlbauer FJ, 2004. Historical and contemporary multilocus population structure of Ascochyta rabiei (teleomorph: Didymella rabiei) in the Pacific Northwest of the United States. Molecular Ecology 13, 291–309. Phan HTT, Ford R, Taylor PWJ, 2003. Population structure of Ascochyta rabiei in Australia based on STMS fingerprints. Fungal Diversity 13, 111–29. Pielou EC, 1969. An Introduction to Mathematical Ecology. New York, USA: Wiley-Interscience. Pritchard JK, Stephens M, Donelly P, 2000. Inference of population structure using multilocus data. Genetics 155, 945–59. Rhaiem A, Chérif M, Harrabi M, Strange R, 2006. First report of Didymella rabiei on chickpea debris in Tunisia. Tunisian Journal of Plant Protection 1, 13– 8. Rhaiem A, Chérif M, Dyer PS, Peever TL, 2007. Distribution of mating types and genetic diversity of Ascochyta rabiei populations in Tunisia revealed by mating-type specific PCR and random amplified polymorphic DNA (RAPD) markers. Journal of Phytopathology 155, 596– 605. Rozen S, Skaletsky HJ, 2000. Primer3 on the WWW for general users and for biologist programmers. In: Krawetz S, Misener S, eds. Bioinformatics Methods and Protocols: Methods in Molecular Biology. Totowa, NJ, USA: Humana Press, 365–86. (Source code available at http://fokker.wi.mit.edu/ primer3/) Slatkin M, 1985. Rare alleles as indicators of gene flow. Evolution 39, 53–65. Taylor PWJ, Ford R, 2006. Biology of Ascochyta blight of cool season food and feed legumes. In: Proceedings of the 1st International Ascochyta Workshop on Grain Legumes: Identifying Priorities for Collaborative Research, 2–6 July 2006. France: Le Tronchet. Trapero-Casas A, Kaiser WJ, 1992. Development of Didymella rabiei, the teleomorph of Ascochyta rabiei, on chickpea straw. Phytopathology 82, 1261–6. Trapero-Casas A, Navas-Cortés JA, Jiménez-Diaz RM, 1996. Airborne ascospores of Didymella rabiei as a major primary inoculum for Ascochyta blight epidemics in chickpea crops in southern Spain. European Journal of Plant Pathology 102, 237– 45. Weir BS, 1996. Genetic Data Analysis II: Methods for Discrete Population Genetic Data. 2nd edn. Sunderland, MA, USA: Sinauer Associates.
© Copyright 2025 Paperzz