PROBLEM SET 2 – PART 2 – SET THEORY
Exercises from Corbae, Stinchcombe, and Zeman (2009) – odd ones
Exercise 2.2.5 (Notation
and Other Basics)
Exercise 2.2.7 (Notation
and Other Basics)
Exercise 2.2.13
(Products, Relations, Correspondences, and Functions)
Exercise 2.5.3
(Optimal Choice for Finite Sets)
Exercise 2.5.7 (Optimal
Choice for Finite Sets)
Exercise 2.6.3
(Direct and Inverse Images, Compositions)
Exercise 2.6.5 (Direct
and Inverse Images, Compositions)
Exercise 2.6.11 (Direct
and Inverse Images, Compositions)
Exercise 2.6.19 (Direct
and Inverse Images, Compositions)
Exercise 2.6.27 (Direct
and Inverse Images, Compositions)
Exercise 2.7.9
(Weak and Partial Orders, Lattices)
Exercise 2.7.15 (Weak
and Partial Orders, Lattices)
Exercise 2.8.3
(Monotonic Changes in Optima: Supermodularity and Lattices)
Exercise 2.8.11 (Monotonic
Changes in Optima: Supermodularity and Lattices)
Exercise 2.8.13 (Monotonic
Changes in Optima: Supermodularity and Lattices)
Exercise 2.8.15 (Monotonic
Changes in Optima: Supermodularity and Lattices)
Exercise 2.8.19 (Monotonic
Changes in Optima: Supermodularity and Lattices)
Exercise 2.8.21 (Monotonic
Changes in Optima: Supermodularity and Lattices)
Exercise 2.9.3 (Tarski’s
Lattice Fixed-Point Theorem and Stable Matchings)
Exercise 2.9.15 (Tarski’s
Lattice Fixed-Point Theorem and Stable Matchings)
Exercise 2.9.19 (Tarski’s
Lattice Fixed-Point Theorem and Stable Matchings)
Exercise 2.9.23 (Tarski’s
Lattice Fixed-Point Theorem and Stable Matchings)
Exercise 2.9.27 (Tarski’s
Lattice Fixed-Point Theorem and Stable Matchings)
Exercise 2.9.29 (Tarski’s
Lattice Fixed-Point Theorem and Stable Matchings)
Exercise 2.10.3
(Finite and Infinte Sets)
Exercise 2.10.11
(Finite and Infinte Sets)
Exercise 2.10.13
(Finite and Infinte Sets)
Exercise 2.10.17
(Finite and Infinte Sets)
Exercise 2.12.7
(Revealed Preference and Rationalizability)
Exercise 2.13.2
(Superstructures)
Exercise 2.15.1
(End-Chapter Problems)
Exercise 2.15.3 (End-Chapter Problems)
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