Spring 07 MWF T TH 9 MATH 602 (Rosenberg) AMSC 661 (TVP) 9:30 MATH 601 (Schafer) MATH 648M (Margetis) (see note below) AMSC 666 (Elman) 10 MATH 630 (Czaja) MATH 631 (Warner) STAT 741 (Kedem) 11 MATH 661 (Hamilton) 11 MATH 671 (Jakobson) AMSC 612 (Nochetto) 12 MATH 608X (Haines) STAT 601 (Koralov) 12:30 MATH 608E (Washington) AMSC 664 (Liu) STAT 698X (Freidlin) 1 MATH 713 (Kueker) MATH 742 (King) AMSC 667 (Wolfe) 2 STAT 705 (Smith) 2 MATH 674 (Tzavaras) MATH 734 (Novikov) 3 Faculty meeting hour 5 STAT 650 (Slud) 5:15 STAT 701 (Kagan) MAIT MAIT 615 (Kebo) Thu. 6-:45pm MAIT 624 (Konstantinidis) Mon. 6-8:45pm MAIT 679F (Benedetto) Wed. 6-8:45pm MATH 648M (Margetis) Advanced analytic methods with applications The course will include material on asymptotics for integrals, ODEs PDEs and integral equations; perturbation theory; some introduction to probability and stochastic processes; applied stochastic ODEs and PDEs; renormalization group and other methods of statistical mechanics; and introduction to multiscale analysis. Applications would include current problems in physical science and engineering.