ON UNIQUENESS OF MEROMORPHIC FUNCTIONS WHEN TWO DIFFERENTIAL MONOMIALS SHARE ONE VALUE [PDF]
We prove four theorems on the uniqueness of non linear differential polynomials sharing one value which improve a result of Yang and Hua, and supplements some results of Lahiri, Xu and Qiu and Banerjee.
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A New Decomposition of the Graph Laplacian and the Binomial Structure of Mass-Action Systems. [PDF]
Müller S.
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Square Root Convexity of Fisher Information along Heat Flow in Dimension Two. [PDF]
Liu J, Gao X.
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Weak-keys and key-recovery attack for [Formula: see text]. [PDF]
Dutta P, Rajasree MS, Sarkar S.
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Lower Bounds on Multivariate Higher Order Derivatives of Differential Entropy. [PDF]
Guo L, Yuan CM, Gao XS.
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A Generalization of the Concavity of Rényi Entropy Power. [PDF]
Guo L, Yuan CM, Gao XS.
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We study the value distribution of differential polynomials generated by monomials of two distinct transcendental meromorphic functions to extend a result of I. Lahiri Lahiri (2001) for these kind of differential polynomials.
Dibyendu Banerjee, Papai Pal
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The ring of differential operators on a monomial curve is a Hopf algebroid
This article considers cuspidal curves whose coordinate rings are numerical semigroup algebras. Using a general result about descent of Hopf algebroid structures, their rings of differential operators are shown to be cocommutative and conilpotent left Hopf algebroids. If the semigroups are symmetric so that the curves are Gorenstein, they are full Hopf
Krähmer, Ulrich, Mahaman, Myriam
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Any Topological Recursion on a Rational Spectral Curve is KP Integrable. [PDF]
Alexandrov A +4 more
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Canalization as a stabilizing principle of gene regulatory networks: a discrete dynamical systems perspective. [PDF]
Kadelka C.
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