ex1.c: Newton's method for a two-variable system, sequential
ex2.c: Newton method to solve u'' + u^{2} = f, sequentially
ex3.c: Newton methods to solve u'' + u^{2} = f in parallel
ex5.c: Bratu nonlinear PDE in 2d
ex9.c: Solves obstacle problem in 2D as a variational inequality\n\
ex12.c: Poisson Problem in 2d and 3d with simplicial finite elements
ex14.c: Bratu nonlinear PDE in 3d
ex15.c: p-Bratu nonlinear PDE in 2d
ex17.c: Linear elasticity in 2d and 3d with finite elements
ex18.c: Nonlinear Radiative Transport PDE with multigrid in 2d
ex19.c: Nonlinear driven cavity with multigrid in 2d
ex21.c: Solves PDE optimization problem using full-space method, treats state and adjoint variables separately
ex22.c: Solves PDE optimization problem using full-space method, interlaces state and adjoint variables
ex25.c: Minimum surface problem in 2D
ex28.c: 1D multiphysics prototype with analytic Jacobians to solve individual problems and a coupled problem
ex30.c: Steady-state 2D subduction flow, pressure and temperature solver
ex33.c: Multiphase flow in a porous medium in 1d
ex35.c: -Laplacian u = b as a nonlinear problem
ex42.c: Newton's method to solve a two-variable system that comes from the Rosenbrock function
ex46.c: Surface processes in geophysics
ex48.c: Toy hydrostatic ice flow with multigrid in 3D
ex56.c: 3D, tri-quadratic hexahedra (Q1), displacement finite element formulation\n\
ex58.c: Parallel version of the minimum surface area problem in 2D using DMDA
ex59.c: Tries to solve u`` + u^{2} = f for an easy case and an impossible case
ex62.c: Stokes Problem discretized with finite elements,\n\
ex70.c: Poiseuille flow problem
ex77.c: Nonlinear elasticity problem in 3d with simplicial finite elements
ex78.c: Newton methods to solve u'' = f in parallel with periodic boundary conditions
ex47cu.cu: Solves -Laplacian u - exp(u) = 0, 0 < x < 1 using GPU\n\n
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