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Aiming Pareto Optimality
Optimization Methods for Economic Analysis
Learn from Former Delhi University Professor
Demo Lecture
ABOUT COURSE

Full Course Video Lectures

Complete syllabus covered AS PER DU

Written Notes Provided in PDF Format

Printed Notes Provided

Answer Writing Practice

Previous Year Question Papers Discussed

24 x 7 Doubt Resolution

Mock Tests Provided

Important Questions from Chapter Covered
Unit  1
ComparativeStatic Analysis
Derivatives, Slopes, Limit Theorem
Chiang, A and Wainwright, K. (2005). Fundamental methods of mathematical economics. Boston, Mass. McGrawHill/Irwin. (Chapters: 6 )
Unit  2
Differentials and its role in Comparative static analysis
Chiang, A and Wainwright, K. (2005). Fundamental methods of mathematical economics. Boston, Mass. McGrawHill/Irwin. (Chapters: 7 & 8)
Unit  3
Optimization Problems
Unconstrained and constrained optimisation with single and multiple variables, Lagrangian functions, quasi concavity and convexity, envelope theorem
Chiang, A and Wainwright, K. (2005). Fundamental methods of mathematical economics. Boston, Mass. McGrawHill/Irwin. (Chapters: 9.1 to 9.4, 11 (except 11.4) & 12 (12.1 to 12.5) )
Assessment
1. Semesterend Examination: 90 marks
There will be three Sections in the question paper with varying degrees of difficulty.
• Question can be asked from any unit.
• There will be only two subsections in each question, e.g. 2+8, 5+5, etc. • Section A: 40 Marks (4*10=40, Students will attempt any 4 out of 6) • Section B: 30 Marks (3*10=30, Students will attempt any 3 out of 4) • Section C: 20 Marks (2*10=20, Students will attempt any 2 out of 3)
2. Internal Assessment (IA): 30 marks
• Two class test (12 marks each), and
• 6 marks for attendance.
3. Continuous Assessment (CA): 40 marks
• 1 Class test for 10 marks
• At least 2 quizzes, adding up to total 25 marks.
• 5 marks for attendance.
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