Related papers: Recent advances on Kawaguchi-Silverman conjecture

We discuss recent advances on weak forms of the Prime $k$-tuple Conjecture, and its role in proving new estimates for the existence of small gaps between primes and the existence of large gaps between primes.

This survey on approximations of perturbed operator functions addresses recent advances and some of the successful methods.

This review article brings forth some recent results in the theory of the Riemann zeta-function $qzeta(s)$.

In this note we give a survey on the DDVV conjecture which is also called the "normal scalar curvature conjecture".

We present some new results on the cohomology of a large scope of SL\_2-groups in degrees above the virtual cohomological dimension; yielding some partial positive results for the Quillen conjecture in rank one. We combine these results…

We survey some recent results and constructions of almost-K\"ahler manifolds whose curvature tensors have certain algebraic symmetries. This is an updated and corrected version of the (to be) published manuscript.

This is a survey on the Farrell-Jones Conjecture about the algebraic K- and L-theory of groups rings and its applications to algebra, geometry, group theory, and topology.

A review of envisaged future quark transversity measurements is presented.

In this survey, we give an introduction to nearly K\"ahler geometry, and list some results on submanifolds of these spaces. This survey tries by no means to be complete.

We briefly review some of the recent developments in QCD spin physics.

The aim of this survey article is to cover most of the recent research on preopen sets. I try to present majority of the results on preopen sets that I am aware of.

We will prove the Brannan conjecture for particular values of the parameter. The basic tool of the study is an integral representation published in a recent work [3].

A particular case of the Jacobian conjecture is considered and for small dimensional cases a computational approach is offered

We present a formulation of the Collatz conjecture that is potentially more amenable to modeling and analysis by automated termination checking tools.

We survey the classical results of the Dirichlet Approximation Theorem.

In this paper we consider the remaining cases of Hebey-Vaugon conjecture.

In this very short note, we give a counterexample to a recent conjecture of Gilmer which would have implied the union-closed conjecture.

This is a survey about recent progress in Rankin-Cohen deformations. We explain a connection between Rankin-Cohen brackets and higher order Hankel forms.

We survey some results on toric topology.

We extend a conjecture of Kimberley-Robertson on the abelianizations of certain square complex groups.