Integral Basis Function Approach Equation Basics Residual Minimization Using Test Functions J()(a)d.=0→ pi(a)y(a)ds- approx i(e)G(c, c)on;9i(c,)dS'dS=0 surface We will generate different methods by choosing theφ,……,φn Collocation i(a)=8(a-t )(point matching Galerkin Method il(a)=pi(a)(basis = test Weighted Residual Method pi(a)=1 if i(a)+0 (averages SMA+HPC⊙2003M Discretization Convergence Theory 5