Convener(s)
| Name: | B.Ramakrishnan | R.Vennila |
| Mailing Address: |
Visiting Professor |
Professor Department of Mathematics Sri Eshwar College of Engineering Coimbatore Tamil Nadu 641 202 |
| Email: | b.ramki61 at gmail.com | vennilamaths at gmail.com |
This Teachers’ Enrichment Workshop (TEW) is aimed primarily at mathematics teachers at the undergraduate and postgraduate levels. While research scholars in mathematics may also apply, they will have lower preference in selection. The sessions will be geared towards improving the understanding of the fundamental concepts and results in ANALYSIS and ALGEBRA. The workshop will be an intensive one and only those who are willing to actively participate and get their hands dirty by solving problems need apply.
Please note that the TEW is intended exclusively for local college teachers. The lectures in this workshop focus on specific topics that are directly relevant to classroom instruction. A key component of the workshop is the discussion session, during which teachers will have the opportunity to clarify their doubts. This workshop will benefit faculty members from several nearby degree colleges in Coimbatore.
Dates:
Venue:
Venue Address:
Indian Institute of Technology (IIT) Mandi, Tehsil: Sadar, VPO. - Kamand, Mandi-175005, Himachal Pradesh.
SriEshwarCollegeofEngineeringCoimbatore
Venue State:
Venue City:
PIN:
Syllabus:
| Name of the Speaker with affiliation | No. of Lectures | Detailed Syllabus | Number of tutorial hours |
| Prof. B.Ramakrishnan CMl, Chennai |
8 | Real Analysis: Differentiation and integration in Rn, Implicit function theorems and Lagrange multipliers. | 2 (conduct) + 2(assist) |
| Prof. R. Thangadurai HRI, Allahabad |
8 | Complex Analysis: Cauchy's theorem, Cauchy's integral formula, Residue theorem, Argument principle, Rouche's theorem, Log and Exponential functions. | 2 (conduct) + 2(assist) |
| Dr. Ramesh V.P CUTN, Thiruvarur |
8 | Algebra: Motivation to module theory, various rings and its importance, examples, Module homomorphism, quotient modules, isomorphism theorems, operations on submodules, direct sum, finitely generated modules, Noetherian modules. | 2 (conduct) + 2(assist) |
Time Table:
|
Time |
09:30–11:00 |
|
11:30 to 13:00 |
|
14:00 to 15:00 |
|
15:15 to 16:15 |
|
|
Mon 8th |
RT L1 |
|
BR L1 |
L |
VPR L1 |
|
RT/BR T1 |
S |
|
Tue 9th |
RT L2 |
T |
BR L2 |
U |
VPR L2 |
T |
RT/VPR T2 |
N |
|
Wed 10th |
VPR L3 |
E |
RT L3 |
N |
BR L3 |
E |
VPR/BR T3 |
A |
|
Thu 11th |
VPR L4 |
A |
RT L4 |
C |
BR L4 |
A |
RT/VPR T4 |
C |
|
Fri 12th |
BR L5 |
|
VPR L5 |
H |
RT L5 |
|
BR/VPR T5 |
K |
|
Sat 13th |
BR L6 |
|
VPR L6 |
|
RT L6 |
|
RT/BR T6 |
S |
RT = R. Thangadurai, BR = B. Ramakrishnan, VPR = Ramesh V.P
Selected Applicants:
How to Reach:
TBA