Optimal best-fitting of numerical data: Part II Academic Article

abstract

• This paper presents the extension to both the trigonometric basis functions and the Legendre polynomials, of an alternative method which was presented previously and applied to m-degree polynomials as well as to exponential functions, to optimize the best fitting of numerical data. The proposed procedures are provided in a closed-form and therefore represent a good alternative solution tool to the QR decomposition, to tackle ill-conditioned best fitting problems.

authors

• Mortari, Daniele

published proceedings

• SPACEFLIGHT MECHANICS 1999, VOL 102, PTS I AND II

author list (cited authors)

• Mortari, D., & Neta, B.

complete list of authors

• Mortari, D||Neta, B

publication date

• December 1999

published in

• Spaceflight Mechanics 2005, Vol 120, Pts 1 and 2  Journal

start page

• 1185

end page

• 1197

volume

• 102