Related papers: Log canonical inversion of adjunction

The paper presents a method for obtaining problems whose conclusions contain disjunctive propositions. These problems constitute a version of inverse problems with a given logical structure. The logical models in the groups of problems…

This paper proves finite generation of the log canonical ring without Mori theory.

We give presentation of composition inverse of formal power serie in a logarithmic form.

In this paper, we give the rigidity theorem for a log morphism as an extension of a fixed scheme morphism. We also give several applications of the rigidity theorem.

We give a counterexample to a recently conjectured variant of the Penrose inequality.

In the current note, we present a new, short proof of the famous AM-GM-HM inequality using only induction and basic calculus.

This note presents an interesting counterexample to a basic covering problem.

In this paper we give simple proofs for the bounds (some of them sharp) of the difference of the moduli of the second and the first logarithmic coefficient for the general class of univalent functions and for the class of convex univalent…

The purpose of this note is to present a formulation of a given nonlinear ordinary differential equation into an equivalent system of linear ordinary differential equations. It is evident that the easiness of a such procedure would be able…

We produce a new, shorter construction of a minor-universal planar graph.

In this talk I briefly comment on the conventional lattice gauge fixing adopting a critical, even though constructive, numerical point of view.

We introduce a new, substantially simplified version of the toggling-branching recurrence operation of Computability Logic, prove its equivalence to Japaridze's old, "canonical" version, and also prove that both versions preserve the static…

In this paper, we study transcendental aspects of the cohomology groups of adjoint bundles of log canonical pairs, aiming to establish an analytic theory for log canonical singularities. As a result, in the case of purely log terminal…

We discuss the (twisted) weak positivity theorem. We also treat some applications.

This is a short survey of amenable equivalence relations.

These notes present an approach to obtaining the basic operations of addition and multiplication on the natural numbers in terms of elementary results about commutative monoids.

In the short note, we describe a sampling construction that yields a sequence of graphons converging to a prescribed limit graphon in 1-norm. This convergence is stronger than the convergence in the cut norm, usually used to study graphon…

We show that minimal models of log canonical pairs exist, assuming the existence of minimal models of smooth varieties.

A review of the inverse scattering transform is given, and an introduction to solitons is provided.

We prove a recent conjecture by Ulas on reducible polynomial substitutions.