AFS-I - Annual Foundation School - I (IIT Jodhpur,2022)

Speakers and Syllabus


Syllabus and Speakers Speakers

Name of the speakers with affiliation Duration Details
  • S. A. Katre
    SAK (SPPU) for Module 1
  • Mandira Mondal
    MM (IITJ) for Module 2
  • Amit Kulshrestha
    AK (IISERM) for Module 3
  • Anupam Singh
    AS (IISERP) for Module 4

Course Associates:

  • Subhash Bhagat (IITJ)
  • Pushpendra Singh(IITJ)
  • Saikat Panja (IISERP) 
  • Harish Kishnani(IISERM)

 

 

Linear Algebra and Group Theory
We will cover most of the material found in Chapters 6,7,8 and 9 found in Michael Artin’s Algebra, Pearson, 1991.

References
1. M. Artin:Algebra, 2nd Edition, Prentice Hall of India, 2011.
2. S. Lang: Algebra, Revised 3rd Edition, Springer.
3. N. Jacobson: Basic Algebra, Vol.1 and Vol.2, Dover,2011.

  • Kiran Hiremath
    KH (IITJ) for Module 1,
  • Abhishek Sarkar
    AbS(IITJ) for Module 2,
  • Vivek Vijay
    VV (IITJ) for Module 3
  • Diganta Borah
    DB (IISERP) for Module 4

Course Associates:

  • Ratnesh Kumar Singh (IITJ)
  • Ruby (IITJ)
  • Rakesh Kumar (IITJ)
  • Shubham Garg (IITJ)
 

Complex Analysis
1. We will cover most of the material found in Chapters 2,3 and 4 of Stein and Shakarchi’s book
Complex Analysis, Princeton Lectures in Analysis- II, 2003.

References
1. Elias Stein and Rami Shakarchi: Complex Analysis, Princeton Lectures in Analysis-II, 2003.
2. Lars Ahlfors: Complex Analysis, McGraw-Hill Education, 3rd Edition, Jan 1979.
3. W. Rudin: Real and Complex Analysis, 3rd Edition, Tata McGraw-Hill Higher Education, New Delhi,
1987.

  • V. V. M. S. Chandramouli
    VVMS(IITJ) for Module 1
  • Puneet Sharma
    PS (IITJ) for Module 2
  • Hemant Bhate
    HB (SPPU) for Module 3 and 4

Course Associates:

  • Aishwaraya Goyal (IITJ)
  • Rohit Kumar (IITJ)
  • Tanmay (IITJ)
  • Ayush Khare (IISERM)
 

Topology
1. We will cover most of the material found in Chapters 1-7 of Simmons book listed below in the
references and Quotient Spaces from Chapter 4 of Armstrong’s book listed below.

References
1. M. A. Armstrong: Basic Topology, Springer.
2. G.F. Simmons: Introduction to Topology and Modern Analysis, McGraw-Hill, 1983.
3. J. R. Munkres: Topology, A First Course, Prentice-Hall of India, New Delhi, 1987

 

 


Time Table

Week 1

Date 9:30 -11:00 11:00- 11:30 11:30-1:00 1:00-2:30 2:30-4:30 4:30-5:00
Dec 5, 2022 LGT1 (SAK) Tea LCA1 (KH) Lunch TCA 1&2 Tea
Dec 6, 2022 LT1 (VVMS) Tea LGT2 (SAK) Lunch TGT 1&2 Tea
Dec 7, 2022 LCA2 (KH) Tea LT2 (VVMS) Lunch TT 1&2 Tea
Dec 8, 2022 LGT3 (SAK) Tea LCA3 (KH) Lunch TCA 3&4 Tea
Dec 9, 2022 LT3 (VVMS) Tea LGT4 (SAK) Lunch TGT 3&4 Tea
Dec 10, 2022 LCA4 (KH) Tea LT4 (VVMS) Lunch TT 3&4 Tea

Week 2

Date 9:30 -11:00 11:00- 11:30 11:30-1:00 1:00-2:30 2:30-4:30 4:30-5:00
Dec 12, 2022 LGT5 (MM) Tea LCA5 (AbS) Lunch TCA 5&6 Tea
Dec 13, 2022 LT5 (PS) Tea LGT6 (MM) Lunch TGT 5&6 Tea
Dec 14, 2022 LCA6 (AbS) Tea LT6 (PS) Lunch TT 5&6 Tea
Dec 15, 2022 LGT7 (MM) Tea LCA7 (AbS) Lunch TCA 7&8 Tea
Dec 16, 2022 LT7 (PS) Tea LGT8 (MM) Lunch TGT 7&8 Tea
Dec 17, 2022 LCA8 (AbS) Tea LT8 (PS) Lunch TT 7&8 Tea

Week 3

Date 9:30 -11:00 11:00- 11:30 11:30-1:00 1:00-2:30 2:30-4:30 4:30-5:00
Dec 19, 2022 LGT9 (AK) Tea LCA9 (VV) Lunch TCA 9&10 Tea
Dec 20, 2022 LT9 (HB) Tea LGT10 (AK) Lunch TGT 9&10 Tea
Dec 21, 2022 LCA10 (VV) Tea LT10 (HB) Lunch TT 9&10 Tea
Dec 22, 2022 LGT11 (AK) Tea LCA11 (VV) Lunch TCA 11&12 Tea
Dec 23, 2022 LT11 (HB) Tea LGT12 (AK) Lunch TGT 11&12 Tea
Dec 24, 2022 LCA12 (VV) Tea LT12 (HB) Lunch TT 11&12 Tea

 

Week 4

Date 9:30 -11:00 11:00- 11:30 11:30-1:00 1:00-2:30 2:30-4:30 4:30-5:00
Dec 26, 2022 LGT13 (AS) Tea LCA13 (DB) Lunch TCA 13 &14 Tea
Dec 27, 2022 LT13 (HB) Tea LGT14 (AS) Lunch TGT 13 &14 Tea
Dec 28, 2022 LCA14 (DB) Tea LT14 (HB) Lunch TT 13 &14 Tea
Dec 29, 2022 LGT15 (AS) Tea LCA15 (DB) Lunch TC 15 &16 Tea
Dec 30, 2022 LT15 (HB) Tea LGT16 (AS) Lunch TGT 15 &16 Tea
Dec 31, 2022 LCA16 (DB) Tea LT16(HB) Lunch TT 15 &16 Tea

 

•LGTn : nth lecture in Group theory • TGTn: nth tutorial in Group theory • LCAn : nth lecture in
Complex analysis • TCAn: nth tutorial in Complex analysis• LTn : nth lecture in Topology • TTn: nth
tutorial in Topology

File Attachments: