Ed Bueler's Projects
exact solution to marine ice sheet 1D problem, coming from Bodvardsson (1955) ... published
place for my profile README.md
my webpage
DEPRECATED!! PLEASE GO TO https://github.com/uaf-math251/calc2 [web page for Math F252 Spring 2022 Calculus II]
web page for Math F253 Spring 2023 Calculus 3
examples of differential-algebraic equations (DAEs), for now done in PETSc
solver for Doubly-NonLinear Obstacle problems.
test integral equation formulations in firedrake
Solve the Schrodinger equation numerically for an electron in a uniform crystal.
Webpage for Bueler's graduate course in functional analysis (MATH 617) at UAF.
Paper and Python program to make the full approximation storage (FAS) scheme blindingly clear
Matlab codes for the earth deformation model in Bueler, Lingle, Brown (2007)
On the boundary condition for SSA-like problems
finite element seminar: UAF Math 692 Graduate Seminar in Spring 2023
Matlab codes and documentation related to 2005 seminar "The Math 692 one-page Matlab FEM code challenge"
Firedrake is an automated system for the portable solution of partial differential equations using the finite element method (FEM)
Numerical examples for the Firedrake Springerbrief
extend the Falk/Ciarlet technique to glaciers
Slides for my talk at the European PISM Workshop in Hamburg Germany at MPI-M in May 2012
a project about testing subglacial hydrology models under ice sheets ... published
notes and codes for my numerical lectures at Karthaus (Italy) Summer School on Ice Sheets and Glaciers
manuscript on mass-conserving layer models with a constraint on the conserved variable ... accepted SIAM J. Appl. Math.
web page for Math F302 Differential Equations
Webpage for MATH 314 Spring 2022 at UAF
my slides, notes, and codes on numerical glacier and ice sheet modeling, for the International Summer School in Glaciology, McCarthy, AK
extending the multilevel constraint decomposition method of Tai (2003)
a review paper on the principles and practice of using multigrid methods for glacier and ice sheet models.
slides and codes supporting Mathematics of Machine Learning graduate seminar (UAF Spring 2022)
a linear coupled PDE system which is a model for the coupled system describing evolving glaciers
apply Stokes dynamics and the multilevel constraint decomposition method to compute the geometry of glaciers.