Jon Wilkening Assistant Professor
Department of Mathematics University of California Berkeley, CA 94720-3840 wilken {at} math.berkeley.edu	Office: 1091 Evans Voice: (510) 643-7990 Voice: (510) 486-7006 (LBNL) Fax: (510) 486-6199 (LBNL)

• Applied Math Seminar (Berkeley)
• other Berkeley math seminars
• Applied Math Lab Seminar (Courant)

• National Science Foundation Faculty Early Career Development Award (CAREER), 2010-2015.
• Frederick A. Howes Scholar in Computational Science, 2003.
• Department of Energy Computational Science Graduate Student Fellowship, 1997-2001.
• Flinn Foundation Scholarship, 1992-1996.

• water waves, vortex sheets, mode-locked lasers, periodic solutions (movies: stand, trav, vtxs, break, stand3d)
• boundary value problems, adjoint methods, shape optimization, PDE-constrained optimization
• Dirichlet to Neumann operators in solid and fluid mechanics, semigroup theory, grain-boundary diffusion
• Numerical optimization, optimal transportation, high order time-stepping, spectral deferred correction
• least squares finite elements, singular basis functions, interface problems in elasticity
• perturbation methods, lubrication theory, stable representations of corner singularities
• numerical linear algebra, multigrid, canonical forms of matrices, Jordan chains
• generalized Gaussian quadrature rules, free space Poisson problems, micro-magnetics

• Math 204: Ordinary Differential Equations (Fall 2011)
• Math 128A: Numerical Analysis (Summer 2011)
• Math 118: Fourier Analysis, Wavelets and Signal Processing (Spring 2011)
• Math 228B: Numerical Solution of Differential Equations (Spring 2011) Lecture notes (supplement to 2007 notes).
• Math 16B: Calculus and Analytic Geometry (Spring 2010)
• Math 204: Ordinary Differential Equations (Fall 2009)
• Math 118: Fourier Analysis, Wavelets and Signal Processing (Spring 2009)
• Math 1B: Calculus (Fall 2008), homework page
• Math 1A: Calculus (Spring 2008), homework page
• Math 228A: Numerical Solution of Differential Equations (Fall 2007) Lecture notes.
• Math 228B: Numerical Solution of Differential Equations (Spring 2007) Lecture notes.
• Math 228A: Numerical Solution of Differential Equations (Fall 2006)
• Math 204A: Ordinary and Partial Differential Equations (Fall 2006)
• Math 224B: Mathematical Methods for the Physical Sciences (Spring 2006)
• Math 275: Topics in Applied Mathematics (Fall 2005)