Kashti S. Umare

collaborators

2 papers

math.GT2026

A Concordance Invariant For Knots from $C F K^{\infty}$

Kashti Satish Umare

We construct a multi-filtered smooth knot concordance invariant, $β (t^{1}, a, t^{2})$ , derived from the knot Floer complex $C F K^{\infty}$ . $β$ is a three-variable piecewise linear functi…

cs.IT2022

On Triangular Inequality of the Discounted Least Information Theory of Entropy (DLITE)

Kashti S. Umare, Weimao Ke

The Discounted Least Information Theory of Entropy (DLITE) is a new information measure that quantifies the amount of entropic difference between two probability distributions. It…

A Concordance Invariant For Knots from CFK∞

On Triangular Inequality of the Discounted Least Information Theory of Entropy (DLITE)

A Concordance Invariant For Knots from $C F K^{\infty}$