AbstractWe develop an approximation framework for linear hereditary systems which includes as special cases approximation schemes employing splines of arbitrary order. Numerical results for first- and third-order spline-based methods are presented and compared with results obtained using a previously developed scheme based on averaging ideas
In this work, we analyse new robust spline approximation methods for mth order boundary value probl...
It is often important in practice to obtain approximate representations of physical data by relative...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
AbstractWe develop an approximation framework for linear hereditary systems which includes as specia...
A sline-based approximation scheme is discussed for optimal control problems governed by nonlinear n...
AbstractA discrete approximation framework for initial-value problems involving certain classes of l...
AbstractThis paper presents a one parameter family of approximation schemes for systems of linear au...
AbstractA discrete approximation framework for initial-value problems involving certain classes of l...
AbstractWe consider a method for constructing uniformly stable spline approximations for scalar dela...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
The numerical scheme based on the Legendre-tau approximation is proposed to approximate the feedback...
Discrete approximation schemes for the solution of nonlinear hereditary control problems are constru...
AbstractWe present in this paper an algorithm for computing Ck spline functions, i.e., spline functi...
AbstractThis paper is concerned with the approximation of functions by linear combinations of multiv...
In this work, we analyse new robust spline approximation methods for mth order boundary value probl...
It is often important in practice to obtain approximate representations of physical data by relative...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
AbstractWe develop an approximation framework for linear hereditary systems which includes as specia...
A sline-based approximation scheme is discussed for optimal control problems governed by nonlinear n...
AbstractA discrete approximation framework for initial-value problems involving certain classes of l...
AbstractThis paper presents a one parameter family of approximation schemes for systems of linear au...
AbstractA discrete approximation framework for initial-value problems involving certain classes of l...
AbstractWe consider a method for constructing uniformly stable spline approximations for scalar dela...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
The numerical scheme based on the Legendre-tau approximation is proposed to approximate the feedback...
Discrete approximation schemes for the solution of nonlinear hereditary control problems are constru...
AbstractWe present in this paper an algorithm for computing Ck spline functions, i.e., spline functi...
AbstractThis paper is concerned with the approximation of functions by linear combinations of multiv...
In this work, we analyse new robust spline approximation methods for mth order boundary value probl...
It is often important in practice to obtain approximate representations of physical data by relative...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
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