Finite Element Approximation Using WEB-Splines for the Heat Equation
Finite Element Approximation Using WEB-Splines for the Heat Equation is a scholarly work, published in 2018 in ''Numerical Functional Analysis and Optimization''. The main subjects of the publication include finite element method, a priori and a posteriori, basis function, mathematical analysis, discretization, fracture mechanics, Dirichlet distribution, spline, basis, applied mathematics, mathematics, boundary value problem, bounded function, and isogeometric analysis. The authors provide a priori error estimates for both the semi-discrete and fully-discrete formulations in L2 and H01 norms and confirm them numerically by using web-splines of degree 1–3.