Resolution of the finite Markov moment problem
Laurent Gosse (CNR BARI), Olof Runborg
TL;DR
This paper presents a detailed constructive method to solve the finite Markov moment problem, utilizing Toeplitz matrices and Newton's relations to invert the problem effectively.
Contribution
It provides a comprehensive, constructive procedure for inverting the finite Markov moment problem, combining Toeplitz matrix theory with classical Newton relations.
Findings
Develops a detailed constructive inversion method.
Utilizes Toeplitz matrices and Newton's relations.
Offers a complete solution to the finite Markov moment problem.
Abstract
We expose in full detail a constructive procedure to invert the so--called "finite Markov moment problem". The proofs rely on the general theory of Toeplitz matrices together with the classical Newton's relations.
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