differential equations of equilibrium
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We analyze three games using our new solution concept, subgame perfect equilibrium (SPE). The first game involves players' trusting that others will not make mistakes. It has three Nash equilibria but only one is consistent with backward induction. We show the other two Nash equilibria are not subgame perfect: each fails to induce Nash in a subgame. The second game involves a matchmaker sending a couple on a date. There are three Nash equi...more
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U09_L2_T2_we3 Solving Quadratic Equations by Factoring 3.
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U02_L1_T2_we1 : Solving Equations with the Distributive Property.
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U09_L2_T2_we2 Solving Quadratic Equations by Factoring 2.
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U09_L2_T2_we1 Solving Quadratic Equations by Factoring.
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U02_L1_T2_we2: Solving equations with the distributive property 2.
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U11_L2_T2_we1 Applying Rational Equations 1 extra commentary.
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Philosophers and theologians have railed against interest for thousands of years. But that is because they didn't understand what causes interest. Irving Fisher built a model of financial equilibrium on top of general equilibrium (GE) by introducing time and assets into the GE model. He saw that trade between apples today and apples next year is completely analogous to trade between apples and oranges today. Similarly he saw that in a worl...more
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Review. Professor Sylvia Ceyer reviews the main topics covered throughout the second half of the course including kinetics, transition metals, VSEPR theory, acid-base equilibrium, chemical equilibrium, and oxidation/reduction. Professor Ceyer uses the case study of methionine synthase to supplement the discussion.
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U11_L2_T2_we1 Applying Rational Equations 1.
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U11_L2_T1_we3 Solving Rational Equations 3.
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U11_L2_T1_we2 Solving Rational Equations 2.
