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Set Functions and Probability Distributions of a Finite Random Sets of these types of the probability distributions is the set function defined on the corresponding system of events

Nonpotentiality of a diffusion system and the construction of a semi-bounded functional be considered as the inverse problem of the calculus of variations. The main goal of this work is to study

Set Functions and Probability Distributions of a Finite Random Sets of these types of the probability distributions is the set function defined on the corresponding system

Rotationally-axisymmetric Motion of a Binary Mixture with a Flat Free Boundary at Small Marangoni Numbers numbers is investigated. The problem is reduced to the inverse linear initial-boundary value problem

Strip-focused phreatic surface flow driven by evaporation: Analytical solution by the Riesenkampf function of the inversed hodograph (angle) onto the domain in the Riesenkampf plane (slanted-face half-strip or trapezium

Reactivity of functionalized phosphonates 1. Acid-base properties and reactivity of methyl esters of alpha-aminophosphonic acids on the mechanism inversion from AdN to AdE is discussed.

Inverse Sturm-Liouville problem with singular potential and spectral parameter in the boundary conditions, in the second one. We study an inverse spectral problem that consists in the recovery of the potential

Solving Barcilon's inverse problems by the method of spectral mappingsIn this paper, we consider Barcilon's inverse problem, which consists in the recovery of the fourth

Controllability for a nonlinear abstract evolution equation conditions on the size of the neighborhood from which we can take the function from the overdetermination

How to tell the shape of a wormhole by its quasinormal modesHere we shall show how to reconstruct the shape function of a spherically symmetric traversable

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