PROJECT-WORK-TITLE
A REPORT
submitted in partial fulfillment of the requirements
for the award of the degree of
Master of Science
in
DISCIPLINE
by
STUDENT-NAME
(12345)
DEPARTMENT OF DISCIPLINE
INDIAN INSTITUTE OF SCIENCE EDUCATION AND
RESEARCH BHOPAL
BHOPAL – 462 066
April XXXX
i
CERTIFICATE
This is to certify that Student-Name, MS (<Discipline>), has completed
bonafide work on the dissertation entitled ‘Project-Work-Title’ under my
supervision and guidance.
April XXXX
IISER Bhopal
Committee Member
(Signature)
Prof. Advisor-Name
Signature
Date
ii
ACADEMIC INTEGRITY AND
COPYRIGHT DISCLAIMER
I hereby declare that this MS-Project is my own work and, to the best of my
knowledge, it contains no materials previously published or written by another
person, or substantial proportions of material which have been accepted for the award
of any other degree or diploma at IISER Bhopal or any other educational institution,
except where due acknowledgement is made in the MS-Project.
I certify that all copyrighted material incorporated into this MS-Project is in
compliance with the Indian Copyright (Amendment) Act (2012) and that I have
received written permission from the copyright owners for my use of their work,
which is beyond the scope of the law. I agree to indemnify and save harmless IISER
Bhopal from any and all claims that may be asserted or that may arise from any
copyright violation.
April XXXX
IISER Bhopal
(Signature)
Student Name
iii
ACKNOWLEDGEMENT
Acknowledgement begins with an indented paragraph. Acknowledgement is
here. Acknowledgement is here. Acknowledgement is here.
Student-Name
iv
ABSTRACT
A good abstract is concise, readable, and quantitative. The length should be
approximately one paragraph, two at the most, or approximately from 200 to 400
words. Explain in one line why the MS-Project project is important and summarize
the major results. The final sentences explain the major implications of your work.
Modern scientific style prefers the active voice. Abstracts are often an exception, but
only if the passive voice reduces the total number of letters and words.
Do not repeat information that is in the title. Be explicit. Use numbers and
quantifiable information where appropriate. Compose the abstract after you have read
your MS-Project for the last time. Consider answering these questions to direct the
content of the abstract: 1. What did you do? 2. Why did you do it? Which basic
question were you trying to answer? 3. How did you do it? State methods. 4. What did
you learn? State major results. 5. Why does it matter, what is the significance of your
work? Identify one significant implication.
v
LIST OF SYMBOLS OR
ABBREVIATIONS
α
The first letter
ω
The last letter
The Riemann Zeta function
vi
LIST OF FIGURES
Not a function
2
vii
LIST OF TABLES
Nonlinear Model Results
5
CONTENTS
Certificate …………………………………………………………… i
Academic Integrity and Copyright Disclaimer …………………… ii
Acknowledgement …………………………………………………... iii
Abstract ……………………………………………………………… iv
List of Symbols ………………………………………………………. v
List of Figures ……………………………………………………….. vi
List of Tables ………………………………………………………… vii
1. Introduction ……………………………………………….……… 1
1.1 Basic Introduction ………………………………...………….. 1
1.2 Technical Introduction ……………………………………….. 1
1.3 Notation and Definitions ………………...…………………… 3
2. Method ……………………………………………………………. 5
2.1 Tools used ………………………………….………………… 5
2.2 Method behind the Madness …………………………………. 6
3. Method …………………………………………………………… 5
3.1 Initial Data ………………………………………………........ 5
3.2 Processing the Data…………………………………..………. 6
1. Introduction
ix
4. Conclusions ………………………………………………………. 10
4.1 Observations ……………………………….………………… 10
4.2 Applications ………………….………………………………. 11
Appendices …………………………………………………………… 12
I
Basic Definitions ……………………...…………………........ 13
II
Additional Theorems ….……………………………..………. 13
Bibliography ………………………………………………………… 14
1. INTRODUCTION
1.1 Basic Introduction
Introduction is here
Introduction is here
Introduction is here
1.2 Technical Introduction
Definition 1.1. Definition is here.
Definition is here.
Definition is here.
Remark 1.2. Remark is here.
Remark is here.
Remark is here.
Example 1.3. Example is here.
Example is here.
Example is here.
Theorem 1.4. Theorem is here.
Theorem is here.
Theorem is here.
1. Introduction
Fig. 1.1: Not a function
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 1.5. [1, Theorem 6.2] Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 1.6. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 1.7. Theorem is here.
2
1. Introduction
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 1.8. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 1.9. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
1.3 Notation and Definitions
Definition 1.10. Definition is here.
Definition is here.
Definition is here.
Remark 1.11. Remark is here.
Remark is here.
Remark is here.
Example 1.12. Example is here.
Example is here.
Example is here.
3
1. Introduction
Theorem 1.13. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 1.14. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
This is a reference to Example 1.3.
Theorem 1.15. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
4
2. METHOD
2.1 Tools Used
Definition 2.1. Definition is here.
Definition is here.
Definition is here.
Remark 2.2. Remark is here.
Remark is here.
Remark is here.
Example 2.3. Example is here.
Example is here.
Example is here.
Theorem 2.4. Theorem is here.
Theorem is here.
Theorem is here.
Tab. 2.1: Nonlinear Models Results
Case
Method #1
Method #2
Method #3
1
50
837
970
2
47
877
230
3
31
25
415
4
35
144
2356
5
45
300
556
Proof. Proof is here.
Proof is here.
Proof is here.
2. Method
Theorem 2.5. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
2.2 Method behind the Madness
Theorem 2.6. (Author-Name). Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Definition 2.7. Definition is here.
Definition is here.
Definition is here.
Remark 2.8. Remark is here.
Remark is here.
Remark is here.
Example 2.9. Example is here.
Example is here.
Example is here.
Theorem 2.10. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
6
2. Method
Theorem 2.11. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
7
3. RESULTS
3.1 Initial Data
Definition 3.1. Definition is here.
Definition is here.
Definition is here.
Remark 3.2. Remark is here.
Remark is here.
Remark is here.
Example 3.3. Example is here.
Example is here.
Example is here.
Theorem 3.4. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 3.5. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
3. Results
3.2 Processing the Data
Definition 3.6. Definition is here.
Definition is here.
Definition is here.
Remark 3.7. Remark is here.
Remark is here.
Remark is here.
Example 3.8. Example is here.
Example is here.
Example is here.
Theorem 3.9. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 3.10. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
9
4. CONCLUSIONS
4.1 Observations
Definition 4.1. Definition is here.
Definition is here.
Definition is here.
Remark 4.2. Remark is here.
Remark is here.
Remark is here.
Example 4.3. Example is here.
Example is here.
Example is here.
Theorem 4.4. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 4.5. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
4. Conclusions
4.2 Applications
Definition 4.6. Definition is here.
Definition is here.
Definition is here.
Remark 4.7. Remark is here.
Remark is here.
Remark is here.
Example 4.8. Example is here.
Example is here.
Example is here.
Theorem 4.9. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
Theorem 4.10. Theorem is here.
Theorem is here.
Theorem is here.
Proof. Proof is here.
Proof is here.
Proof is here.
11
APPENDICES
Appendices
I
Basic Definitions
This is the first section of the appendix.
II
Additional Theorems
This is the second section of the appendix.
13
BIBLIOGRAPHY
[1] George A. Ellott and Dorte Olesen. A simple proof of the Dauns-Hofmann
theorem. Math. Scand., 34:231-234, 1974.
[2] Raymond M. Smullyan. Gödel's incompleteness theorems, volume 19 of Oxford
Logic Guides. The Clarendon Press Oxford University Press, New York, 1992.