LETTER TO THE EDITOR A growing role for hypertrophy in senescence YEAST RESEARCH DOI: 10.1111/1567-1364.12015 Over 50 years ago, Mortimer and Johnson first appreciated that yeast could be used to study both the causes and consequences of cellular aging (Mortimer & Johnston, 1959). In this model, the number of daughter buds produced by a virgin mother cell is referred to as its replicative life span (RLS), and the first hypothesis put forward to explain yeast senescence proposed that cell size may limit life span (Mortimer & Johnston, 1959). While it is well accepted that yeast increase in size with age, the possibility that size limits life span has been highly debated. As yeast cell size scales with ploidy (diploid cells are larger than haploid cells and so on), some of the earliest studies compared the RLS of haploid cells to diploid or cells of increasing ploidy. Despite the correlation between ploidy and cell size, a clear relationship between ploidy and RLS has not been observed. For example, while diploid cells live longer than smaller haploids, RLS is shortest in hexaploid cells, which are presumably the largest (Johnston, 1966; Muller, 1971; Kaeberlein et al., 2005b). Furthermore, subsequent studies provided evidence both in favor of and against a role for cell size in senescence (Muller, 1985; Egilmez & Jazwinski, 1989; Egilmez et al., 1989, 1990; Kennedy et al., 1994). Muller demonstrated that in zygotes, RLS is dominantly inherited from the partner with the shortest life span expectancy (Muller, 1985). In all cases, the older and presumably larger of the fused haploids determined the life span of the zygotes (Muller, 1985). Furthermore, large virgin daughters display a significantly decreased RLS (Johnston, 1966; Egilmez et al., 1989; Kennedy et al., 1994). Yet, the demonstration that the use of alpha factor to produce abnormally large cells did not reduce RLS has led to the long-standing conclusion that cell size does not have a causative role in aging (Kennedy et al., 1994; Sinclair et al., 1998a, b; Lin & Sinclair, 2008). Instead, the current paradigm favors the hypothesis that cellular aging is a direct result of the accumulation of ‘senescence factors’. Initial studies suggested that a cytoplasmic factor produced predominantly by mother cells influenced RLS in both mothers and daughters (Egilmez & Jazwinski, 1989; Kennedy et al., 1994). Shortly afterward, a series of elegant experiments identified autonomously replicating extrachromosomal ribosomal DNA circles (ERCs) as the ‘senescent factor’ (Sinclair & Guarente, 1997; Defossez ª 2012 Federation of European Microbiological Societies Published by Blackwell Publishing Ltd. All rights reserved et al., 1998). First, it was demonstrated that ERCs were predominantly present in old cells but absent in young cells (Sinclair & Guarente, 1997; Defossez et al., 1998). Moreover, ERCs accumulated as yeast cells aged, but more importantly, the induction of ERCs in young cells dramatically reduced RLS (Sinclair & Guarente, 1997; Defossez et al., 1998). Thus, the case that ERCs caused aging and modulated RLS in yeast appeared to be open and shut (Sinclair & Guarente, 1997; Defossez et al., 1998). However, incongruities with this hypothesis soon appeared. First, it was reported that growth into stationary phase reduces RLS independent of ERC levels leading the authors to suggest that factors other than ERCs can determine life span (Ashrafi et al., 1999). Subsequently, it was discovered that the RAD52 gene product is required for ERC formation (Park et al., 1999). Although rad52 mutants lacked ERCs, they were surprisingly short-lived (Park et al., 1999). While it is likely that rad52 mutants are short-lived due to the accumulation of DNA damage, a number of studies have demonstrated a lack of correlation between ERC levels and RLS (Ashrafi et al., 1999; Park et al., 1999; Piper et al., 2002; Kaeberlein et al., 2004; Kaeberlein & Powers, 2007; Ganley et al., 2009; Lindstrom et al., 2011). For example, it has been suggested that the fob1 longevity mutant extends RLS by reducing ERC levels (Defossez et al., 1999). However, recently it has been demonstrated that ERCs accumulate to high levels in fob1 cells (Lindstrom et al., 2011). Finally, the lack of a clear-cut understanding of the mechanism whereby ERCs regulate RLS has facilitated the necessity for in-depth genetic analyses of the genetic pathways that modulate aging. To answer this call, a number of elegant genetic studies and screens in the past decade have identified > 60 genes, which when deleted dramatically extend RLS (Kaeberlein et al., 2005a, b; Lin & Sinclair, 2008; Steffen et al., 2008, 2012; Steinkraus et al., 2008; Kaeberlein, 2010). Many of these genes function in highly conserved pathways involved in nutrient sensing and ribosome biogenesis. However, despite this tremendous progress, much still remains to be learned about the mechanisms that modulate aging in yeast to determine the onset of senescence. In addition, these studies have not yet clarified the mechanism whereby ERCs regulate aging. For example, almost all of the longevity mutants tested thus far appear to FEMS Yeast Res 13 (2013) 2–6 Letter to the Editor extend RLS via mechanism independent of ERC levels (Delaney et al., 2011). Furthermore, in the past few years, the potential role of cell size in aging has again reared its head, and reinvigorated the debate that hypertrophy may be involved in the onset of senescence (Demidenko & Blagosklonny, 2009a, b; Demidenko et al., 2009a, b; Yang et al., 2011). Specifically, based on new evidence in yeast and mammalian cells, the conclusion that cell size and/or hypertrophy has no role in the determination of cellular life span needs to be re-evaluated (Demidenko & Blagosklonny, 2008; Demidenko et al., 2009a, b; Yang et al., 2011). The key point in this debate centers around whether increased cell size and/or hypertrophy actually reduces RLS or is merely correlative with senescence in yeast. To date, four experiments favor a causative role for increased cell size and/or hypertrophy in senescence (Egilmez & Jazwinski, 1989; Zadrag et al., 2006; Zadrag-Tecza et al., 2008; Yang et al., 2011). First, although initial experiments with alpha factor demonstrated that RLS was not reduced despite increased size (Kennedy et al., 1994), follow-up experiments have concluded the opposite (Zadrag et al., 2006; Bilinski et al., 2012a, b). Second, akin to the induction of ERCs, the induction of hypertrophy via the rapid increase of cell size dramatically decreased RLS in the ssf1D longevity mutant (Yang et al., 2011). As the conditions used to induce hypertrophy are relatively severe, these experiments do not rule out another mechanism (e.g. an increase in extra chromosomal rDNA circles (ERCs), rDNA instability, or the rapid accumulation of protein aggregates). However, it seems unlikely that this occurred during the 3–5 h induction. Nonetheless, these observations have fueled the recent debate regarding a potential role for cell size and/or hypertrophy in yeast senescence (Henderson & Gottschling, 2008; Bilinski et al., 2012a, b; Ganley et al., 2012; Kaeberlein, 2012). Critics of the hypothesis supporting a role for cell size and/or hypertrophy in aging have raised three major points of contention which are detailed below: (1) Hypertrophy may only be relevant in aged cells; (2) Evidence that cell size reduction extends life span is lacking; and (3) Not all long-lived cells are small and vice versa. Under the current aging paradigm, RLS is proposed to be completely regenerated in daughter cells (Sinclair et al., 1998a, b; Henderson & Gottschling, 2008). Put another way, daughters of middle age mothers are proposed to be born with full life span expectancy. One exception to this is the observation that very old mothers give rise to large daughters with a dramatically shortened RLS (Johnston, 1966; Egilmez et al., 1989; Kennedy et al., 1994). A corollary to this is that hypertrophy may only be relevant in old cells. However, even moderate increases in cell size reduce life span in virgin daughters (Kennedy FEMS Yeast Res 13 (2013) 2–6 3 et al., 1994; Yang et al., 2011). In fact in wild-type cells, granddaughter and great-granddaughters born to larger than normal virgin wild-type mother cells are themselves moderately larger than average and still display a moderately shortened life span (Kennedy et al., 1994; Yang et al., 2011). It has been stated that ‘there is no clear connection between the majority of genes that when deleted increase longevity (Delaney et al., 2011) and hypertrophy’ (Ganley et al., 2012). However, we have recently examined > 50 gene deletions or conditions that alter RLS and found a remarkable correlation between the degree of hypertrophy and life span (Yang et al., 2011, B.L. Schneider, unpublished). A second important point centers on the relationship between reduced cell size and life span extension. It has been pointed out that ‘it is important to show that genetic manipulations targeted to reduce cell size do result in increased life span’ (Ganley et al., 2012). In this respect, deletion of the WHI5 gene (the yeast ortholog of the pRB tumor suppressor) significantly reduces the size and extends the RLS of large cells (e.g. strains with a deletion of the CLN3 gene, the yeast equivalent of cyclin D) and other short-lived mutants (Yang et al., 2011; B.L. Schneider, unpublished). Moreover, when ~ 850 cells were assessed individually, a very strong correlation between birth size and RLS was identified (Yang et al., 2011; B.L. Schneider, unpublished). In addition, classic studies by Muller demonstrated that growth on agar plates containing ethanol, which is well established to reduce cell size, markedly increased RLS (Muller et al., 1980; Schneider et al., 2004). Nonetheless, this issue needs to be further developed. A final question addresses the lack of a complete correlation between cell size mutants and life span. Specifically, the point was raised that not all small (whi) mutants are long-lived nor are all large cell mutants short-lived (Kaeberlein, 2012). It was further pointed out that only a small number of mutants have been examined thus far (Kaeberlein, 2012). However, to date, more than 25 whi mutants have been tested and ~ 80% are long-lived (Yang et al., 2011; B.L. Schneider, unpublished). Of particular note, in at least two cases with duplicated genes (e.g. RPL42a and RPL42b: genes that encode proteins in large ribosomal subunit), the deletion of one homolog results in small, long-lived cells whereas deletion of the other homolog results in cells that are neither small nor longlived (Yang et al., 2011; B.L. Schneider, unpublished). Moreover, of the ~ 20 large cell mutants examined thus far, ~ 75% are short-lived (Yang et al., 2011, B.L. Schneider, unpublished). Thus, while not absolute, there is clearly a correlation between size and RLS. The hypothesis that hypertrophy is the cause of replicative aging in yeast has recently been championed and a ª 2012 Federation of European Microbiological Societies Published by Blackwell Publishing Ltd. All rights reserved 4 Letter to the Editor 13 11 Senescence Lge whi 30 40 0 5 5 20 Generations WT Senescence 7 7 7 5 10 (c) Lge whi whi 0 WT 9 11 Microns 11 9 Lge (b) Microns WT Senescence Microns 13 (a) true in both wild-type cells and in mutants that alter cell size (Fig. 1a). Even when they have the same GPG, large virgin cells attain a senescent size much sooner than do small virgin cells, and therefore, have a shorter RLS (Fig. 1a). Third, mutations can alter the average rate of GPG (Fig. 1b and c). Frequently, these mutations have a concordant effect on cell size (Fig. 1b). For example, deletion of the WHI5 gene reduces cell size and decreases GPG while deletion of the CLN3 gene increases both cell size and GPG (Fig. 1b). The end result is a synergistic effect on RLS; these types of whi mutants dramatically lengthen RLS, while the converse is true for those types of large cell mutants (Fig. 1b). This model may also help explain how a large number of genes involved in ribosomal biogenesis modulate RLS (Steffen et al., 2008; Yang et al., 2011). However, size mutants can also have discordant effects on GPG (Fig. 1c). For example, a given whi mutant could increase GPG to such an extent that the increased rate of hypertrophy negated the life span extension effects of a small birth size (Fig. 1c). These observations could explain why not all whi mutants are long-lived nor are all large cell mutants short-lived. However, this working model does implicate both cell size and hypertrophy as factors impacting RLS. While the molecular mechanisms responsible for these observations are not known, the possibility that ERCs and hypertrophy concomitantly regulate RLS is discussed below. A number of recent publications have demonstrated that the repression of cell growth in mammalian cells reduces cell size and increases life span supporting a more 9 13 working model put forward by Bilinski et al. (2012a, b). However, this model may need some minor revamping. For instance, they suggest that cells from 0 to 20 generations with a size below the ‘minimal volume for allowing entry into the cell cycle’ still cycle and age (Bilinski et al., 2012a, b). This does not happen; cells below what is referred to as ‘critical cell size’ do not cycle or bud until that size is surpassed (B.L. Schneider et al., 2004). Moreover, this ‘critical cell size’ increases with age (Johnston, 1977). In addition, the Bili nski et al. hypertrophy model fails to take into account the rate at which cells increase in size which has a profound effect on RLS (Yang et al., 2011). The hypertrophy model that we favor proposes that both cell size and the rate of hypertrophy as measured by the rate of growth per generation (GPG) are major determinants of cellular life span (Fig. 1). By measuring the average size of virgin daughters at the beginning of an aging assay (i.e. their diameter after they have been separated and removed from mother cells) and at the end of their life span, the total increase in diameter over a cell’s RLS can be calculated. Subsequently, by dividing the total increase in diameter by the mean RLS, the average GPG can be determined and is reflected by the slope of lines shown (Fig. 1). In so doing, three general observations have been made. First, yeast cells enter senescence at a relatively constant cell size indicated by the gray rectangle in Fig. 1 (Yang et al., 2011). Second, RLS is proportional to birth size. In general, large cells are short-lived, and small cells are long-lived (Fig. 1a). Importantly, this is 10 20 Generations 30 40 0 10 20 30 40 Generations Fig. 1. Working model: birth size and hypertrophy as measured by GPG modulate the RLS of yeast. (a) Birth size modulates RLS. Wild-type (WT) diploid cells born at an average diameter of ~ 7 µm grow to an average size of ~ 12 µm before entering senescence (indicated by shaded gray bar). In contrast, in certain large cell (Lge) mutants, virgin daughters are born abnormally large (e.g. ~ 9 µm) but still grow (bold line) at the same rate per generation as wild-type cells demonstrated by the common slope of the parallel lines. Nonetheless, because they were born abnormally large, they reach senescent size sooner, and therefore, have a reduced RLS. The converse is true for whi mutants (dashed line). (b) Synergistic size mutants concordantly modulate birth size and GPG. In this case, some large cell mutants (Lge) (e.g. cln3) increase both birth size and GPG (bold line). Conversely, specific whi mutants (e.g. whi5) are born small and have a lower than normal GPG (dashed line). In both cases, the lines signifying the rate of GPG are no longer parallel. The slope of Lge mutants with a high GPG increases, while the slope of the whi mutants with a low GPG decreases. This accounts for a synergistic effect on RLS; high GPG further reduces RLS in short-lived Lge cells and vice versa. (c) Discordant cell size mutants disconnect GPG from birth size. In this case, whi mutations could reduce birth size but increase GPG. The end result would be small cells that grow and age fast (high GPG; bold line). Conversely, some large cell mutants could increase birth size but decrease GPG resulting in large cells that grow and age slowly (low GPG; dashed line). ª 2012 Federation of European Microbiological Societies Published by Blackwell Publishing Ltd. All rights reserved FEMS Yeast Res 13 (2013) 2–6 Letter to the Editor generalizable role for hypertrophy in aging (Demidenko & Blagosklonny, 2008, 2009a, b;, Demidenko et al., 2009a, b). Moreover, there is a growing consensus (Blagosklonny & Hall, 2009; Yang et al., 2011; Blagosklonny, 2012, Bilinski et al., 2012a, b; Ganley et al., 2012; Kaeberlein, 2012) that the current aging paradigm should be modified to include the possibility that hypertrophy may function as an ‘aging factor’. Indeed, one hypothesis that should be considered is that perhaps ERCs induce hypertrophy. The current paradigm posits that ERCs may shorten life span by titrating away key transcription factors. We have found that the ERC DNA sequence contains two consensus and nine near consensus (6/7 identical bases) binding sites for the Swi4/Swi6 (SBF) and Mbp1/Swi6 (MBF) transcription factors. Importantly, deletion of either of these transcription factors or over expression of their binding sites induces hypertrophy and increases cell size (Jorgensen et al., 2002; Wang et al., 2009). Thus, the possibility remains that ERCs titrate SBF and MBF away from their key promoters thereby inducing hypertrophy and shortening RLS. This potential mechanism should be further evaluated. Nonetheless, aging is clearly a very complex process, and it is highly likely that multiple genetic pathways coordinately determine RLS. 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Wang H, Carey LB, Cai Y, Wijnen H & Futcher B (2009) Recruitment of Cln3 cyclin to promoters controls cell cycle entry via histone deacetylase and other targets. PLoS Biol 7: e1000189. Yang J, Dungrawala H, Hua H, Manukyan A, Abraham L, Lane W, Mead H, Wright J & Schneider BL (2011) Cell size and growth rate are major determinants of replicative lifespan. Cell Cycle 10: 144–155. Zadrag R, Kwolek-Mirek M, Bartosz G & Bilinski T (2006) Relationship between the replicative age and cell volume in Saccharomyces cerevisiae. Acta Biochim Pol 53: 747–751. Zadrag-Tecza R, Kwolek-Mirek M, Bartosz G & Bilinski T (2008) Cell volume as a factor limiting the replicative lifespan of the yeast Saccharomyces cerevisiae. Biogerontology 10: 481–488. Jill Wright, Huzefa Dungrawala Department of Cell Biology and Biochemistry Texas Tech University Health Sciences Center Lubbock, TX, USA Robert K. Bright Department of Immunology and Molecular Microbiology Texas Tech University Health Sciences Center Lubbock, TX, USA Brandt L. Schneider Department of Cell Biology and Biochemistry Texas Tech University Health Sciences Center Lubbock, TX, USA E-mail: [email protected] FEMS Yeast Res 13 (2013) 2–6
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