文件名称:aitkenInterp
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AITKEN S INTERPOLATION
Aitken s procedure yields systematically and successively better interpolation polynomials corresponding to successively higher order truncation of Newton s divided difference formula.
Given a set of x and corresponding f(x), estimate f1(x1)
f1= aitkenInterp(x,f,x1)
f = corresponding function of x
f1= corresponding function of x1 -AITKEN S INTERPOLATION
Aitken s procedure yields systematically and successively better interpolation polynomials corresponding to successively higher order truncation of Newton s divided difference formula.
Given a set of x and corresponding f(x), estimate f1(x1)
f1= aitkenInterp(x,f,x1)
f = corresponding function of x
f1= corresponding function of x1
Aitken s procedure yields systematically and successively better interpolation polynomials corresponding to successively higher order truncation of Newton s divided difference formula.
Given a set of x and corresponding f(x), estimate f1(x1)
f1= aitkenInterp(x,f,x1)
f = corresponding function of x
f1= corresponding function of x1 -AITKEN S INTERPOLATION
Aitken s procedure yields systematically and successively better interpolation polynomials corresponding to successively higher order truncation of Newton s divided difference formula.
Given a set of x and corresponding f(x), estimate f1(x1)
f1= aitkenInterp(x,f,x1)
f = corresponding function of x
f1= corresponding function of x1
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aitkenInterp.m