An introduction to the numerical treatment of volterra and abel-type integral equations.- Topics in multivariate approximation theory.- Practical spline approximation.- Finite element methods for non-self-adjoint problems.- An introduction to piecewise-linear homotopy algorithms for solving systems of equations.
An introduction to the numerical treatment of volterra and abel-type integral equations.- Topics in multivariate approximation theory.- Practical spline approximation.- Finite element methods for non-self-adjoint problems.- An introduction to piecewise-linear homotopy algorithms for solving systems of equations.
An introduction to the numerical treatment of volterra and abel-type integral equations.- Topics in multivariate approximation theory.- Practical spline approximation.- Finite element methods for non-self-adjoint problems.- An introduction to piecewise-linear homotopy algorithms for solving systems of equations.
An introduction to the numerical treatment of volterra and abel-type integral equations.- Topics in multivariate approximation theory.- Practical spline approximation.- Finite element methods for non-self-adjoint problems.- An introduction to piecewise-linear homotopy algorithms for solving systems of equations.
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