Seonguk Yoo

collaborators

2 papers

math.FA2025

Constructive approach to the truncated moment problem on reducible cubic curves: Hyperbolic type relations

Seonguk Yoo, AljaÅ¾ Zalar

In this paper, we solve constructively the bivariate truncated moment problem (TMP) of even degree on reducible cubic curves, where the conic part is a hyperbola. According to the…

math.FA2024

Bivariate Truncated Moment Sequences with the Column Relation $X Y = X^{m} + q (X)$ , with $q$ of degree $m - 1$

Seonguk Yoo, Aljaz Zalar

When the algebraic variety associated with a truncated moment sequence is finite, solving the moment problem follows a well-defined procedure. However, moment problems involving in…

Constructive approach to the truncated moment problem on reducible cubic curves: Hyperbolic type relations

Bivariate Truncated Moment Sequences with the Column Relation XY=Xm+q(X), with q of degree m−1

Bivariate Truncated Moment Sequences with the Column Relation $X Y = X^{m} + q (X)$ , with $q$ of degree $m - 1$