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Reineck, James - Department of Mathematics, State University of New York at Buffalo
FQE Problems for 10/27/03 x 6 + 3y 2 for (x; y) 6= (0; 0)
FIRST QUALIFYING EXAM August 24, 2000
THE CONLEY INDEX OVER A BASE Marian Mrozek \Lambda
Math 459/559 Sample Exam Problems 1. Suppose your utility function is U(x) = x -0.04x2
Math 459/559 Sample Exam Problems 1. Consider an option whose payoff is
Solutions and hints to Chapter 9 problems 9.1. a = 1 a, so by definition, a|a.
Introduction Higher Mathematics
THE CONLEY INDEX OVER THE CIRCLE Marian Mrozek \Lambda
Singular Index Pairs Konstantin Mischaikow \Lambda
FQE Problems for 9/29/03 1. Let Q be the additive group of rational numbers. The additive group
Solutions to last problem set L.1. As with the call, the put must satisfy
FQE Problems for 9/15/03 1. Let A be an n n matrix with complex entries. If A m = 0 for some
!#"$&%'(0) 12 3445%6)&78)9&%@ACBD)E&B4(75%6))FG'7%D3@(%DHI)!P
Chapters 7 and 8 Solutions Note: These solutions are very brief and I have left out the justificaitons for some of the
Sample Second Exam Problems 1. Suppose that X(t) follows the process dX = 2X dt + 3X dz. Using Ito's Lemma, find
Chapter 12 Solutions 12.1. (1) -
Math 459/559 Sample Exam Problems 1. Consider an individual whose utility function is U(x) = ln(x). If the person chooses
Introduction Higher Mathematics