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Mari-Beffa, Gloria Department of Mathematics, University of Wisconsin at Madison
HAMILTONIAN EVOLUTIONS OF CURVES IN CLASSICAL AFFINE GEOMETRIES
INTEGRABLE SYSTEMS ASSOCIATED TO CURVES IN FLAT GALILEAN AND LORENTZIAN MANIFOLDS
Remarks on KdV-type Flows on Star-Shaped Annalisa Calini a,2
MATH 222 --THE FIRST MIDTERM --Lecture 2 February 24, 2009 715 845pm
GEOMETRIC HAMILTONIAN STRUCTURES ON FLAT SEMISIMPLE HOMOGENEOUS MANIFOLDS
MATH 222 --THE SECOND MIDTERM --LECTURE 2 (1) (16pts) Prove that the Taylor series of f (x) = sin(2x2) converges to sin(2x2) for all real numbers x.
Answers and Hints sin bx dx =
MATH 761-SYLLABUS-FALL 2011 Course : Math 761. It meets TR at Van Vleck 129, 2:30-3:45 pm.
-PRACTICE PROBLEMS -FIRST MIDTERM MATH 375 -FALL SEMESTER
Practice problems for Math 375 -Chain Rule -Implicit Differentiation -
Practice problems-second midterm -Math 375 Gloria Mari Beffa
-PRACTICE PROBLEMS -FIRST MIDTERM MATH 376 -SPRING SEMESTER 2012
