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Characteristic boundary-value problem for a system of first-order partial differential equations with shifted arguments of the desired function© 2015, Allerton Press, Inc. For a system of first-order partial differential equations of a form

The Dirichlet Problem for an Elliptic Functional Differential Equation with the Compressed, Expanded, and Rotated Argument divergent-form second-order functional differential equation with the compressed (expanded) and rotated

Solution of Volterra partial integral equations with the use of differential equationsWe consider Volterra partial differential equations with two and three independent variables

Explicit forms of the Schwarz integral with applications for inverse boundary-value problemsWe obtain new explicit forms of the Schwarz integral in the unit circle. By means of superpositions

Mathematical modeling of the semi-Markovian random walk processes with jumps and delaying screen by means of a fractional order differential equation of the semi-Markov random walk processes with a delaying screen in zero, given in general form by means

Design and stability analysis of nondeterministic multidimensional populations dynamics models presented in the paper in the form of the multidimensional vector differential equation. The qualitative

The logarithmic basis to measure the amount of information related to the assessment of reliability of elements of the technical systemThe possibilities of application of logarithmic measure in the problem of reliability evaluation

On the Double Spin Asymmetries in the Elastic Scattering of Electrons off ProtonsAbstract: Based on the obtained differential cross sections for the scattering of longitudinally

Differential Pulse Voltammetric Assay of Coffee Antioxidant Capacity with MWNT-Modified Electrode1/2 (R2 = 0.9944-0.9998) and peak potentials on the logarithm of v(R2 = 0

Symmetries of Differential Ideals and Differential Equations of an arbitrary differential ring. We prove that a set of symmetries of an ideal forms a Lie ring and give a

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