AbstractIn this paper we construct a piecewise cubic polynomial function for approximation of a class of functions. From application point of view an explicit representation of the function is obtained. The convergence of constructed function has been discussed. The proofs of the results are simpler and shorter
This paper describes a fast and reliable algorithm which computes smooth piecewise polynomial approx...
A new class of C1 piecewise—cubic interpolatory polynomials is defined, by generalizing the definiti...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
AbstractA procedure based on functional iteration is proposed for solving the problem of uniform pie...
AbstractWe collect classical and more recent results on polynomial approximation of sufficiently reg...
For many years, long, thin strips of wood or some other material have been used by draftsmen to fair...
AbstractAn n algebraic function of degree p satisfies an algebraic equation of degree p, whose polyn...
All rights reserved. An algorithm is described for approximating a function F(x) on a finite interva...
An algebraic function of degree satisfies an algebraic equation of degree , whose polynomial coeff...
AbstractThe approximation to a specified function on the real line by fitting a cubic in a piecewise...
The fractal interpolation functions defined by iterated function systems provide new methods of appr...
In this thesis we consider polynomial approximations to functions, based on a criterion of F.Y.Edgew...
In 1957, E. Ya. Remez published a monograph devoted to numerical methods of Chebyshev approximation...
Let s be a cubic spline, with equally spaced knots on [a,b], interpolating a given function y at the...
This paper analyses the local behavior of the cubic function approximation of the form 3 ( ) ( ) (...
This paper describes a fast and reliable algorithm which computes smooth piecewise polynomial approx...
A new class of C1 piecewise—cubic interpolatory polynomials is defined, by generalizing the definiti...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
AbstractA procedure based on functional iteration is proposed for solving the problem of uniform pie...
AbstractWe collect classical and more recent results on polynomial approximation of sufficiently reg...
For many years, long, thin strips of wood or some other material have been used by draftsmen to fair...
AbstractAn n algebraic function of degree p satisfies an algebraic equation of degree p, whose polyn...
All rights reserved. An algorithm is described for approximating a function F(x) on a finite interva...
An algebraic function of degree satisfies an algebraic equation of degree , whose polynomial coeff...
AbstractThe approximation to a specified function on the real line by fitting a cubic in a piecewise...
The fractal interpolation functions defined by iterated function systems provide new methods of appr...
In this thesis we consider polynomial approximations to functions, based on a criterion of F.Y.Edgew...
In 1957, E. Ya. Remez published a monograph devoted to numerical methods of Chebyshev approximation...
Let s be a cubic spline, with equally spaced knots on [a,b], interpolating a given function y at the...
This paper analyses the local behavior of the cubic function approximation of the form 3 ( ) ( ) (...
This paper describes a fast and reliable algorithm which computes smooth piecewise polynomial approx...
A new class of C1 piecewise—cubic interpolatory polynomials is defined, by generalizing the definiti...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
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