Ilgar Gurbat oglu Mamedov

• DOCTOR OF SCIENCES ON MATHEMATICS, PROFESSOR of NAS of AZERBAIJAN
• Principal Investigator at Institute of Control Systems, Azerbaijan National Academy of Sciences

Аннотация: В данной работе построено четырехмерное фундаментальное решение задачи Гурса для одного вольтерро-гиперболического интегро-дифференциального уравнения с доминирующей смешанной производной четвертого порядка с негладкими коэффициентами. Ключевые слова: Четырехмерная задача Гурса, начально-краевая задача, четырехмерное фундаментальное реше...

The issue of terminal control problem is very important in transport logistics. It provides more efficient control of cargo and passenger flows, and also helps optimize costs. Terminal control problem is important for choosing optimal cargo transportation routes, timely and safe delivery of goods. This regulates transport flows, reduces costs and m...

Məqalədə 3D texnologiyalarının döyüş əməliyyatları zamanı istifadə olunması imkanlarından bəhs edilmişdir. Xüsusilə, 3D şəkillərin hərbi əməliyyatlar zamanı geniş istifadə imkanlarının gətirdiyi üstünlüklər qeyd edilmişdir.

In modern military technology, the rocket device plays an important role. It should be especially noted that the rocket device is controlled by radio waves [1]. On radio waves, vibration processes play an important role. Since vibration processes [1] are described with the Bianchi equations, that is why the considered combined problem, a combined b...

Vibration processes are directly used in radio engineering devices and also in radio engineering weapons [1]. Since vibration processes [1] are described with the Bianchi equations, that is why the considered combined boundary value problem for the Bianchi equation is very relevant for solving military applied problems.

This paper examines a combined boundary value problem for the Bianchi equation, closely related to military radiotechnical weapons. Modern rocket devices are controlled through radio waves, where vibration processes play a significant role. These processes, described by the Bianchi equations, are of both theoretical and practical interest. The stud...

In this paper, we construct the fundamental solution of one boundary value problem on the geometric middle of the domain for an integro-differential equation of 3D Bianchi type with a dominant mixed derivative of third order with nonsmooth coefficients. Key Words and Phrases: integro-differential equations, boundary value problem on the geometric m...

Considering the possibilities of the 4th industrial revolution in the process of transporting the maximum amount of cargo along the East-West transport corridor connecting Europe and Asia, the issue of using various modes of transport to minimize the cost of cargo transportation is relevant. When transporting goods, modes of transport are divided i...

The East-West transport corridor passing through Azerbaijan, being one of the main transport and logistics centers in the region, is the shortest transport route connecting Europe and Asia and is important in cargo transportation between Europe and the China-Kazakhstan border. Since Azerbaijan is located in a seismically active zone, a number of pr...

The article presents mathematical modeling and experimental study of microwave waveguide taking into account boundary value problems on the geometric middle of the domain. For the first time, general classes of local and nonlocal boundary value problems on the geometric middle of the domain for three-dimensional Bianchi-type equations for the elect...

Azərbaycan coğrafi nöqteyi-nəzərdən seysmoaktiv zonada yerləşdiyindən, Azərbaycan Silahlı Qüvvələrini müasir texnika və silahlarla təmin edən hərbi sənaye kompleksinin, o cümlədən hərbi hissələrdə tikilən binaların zəlzələ zamanı seysmik dayanıqlılıq məsələləri öz aktuallığını saxlayır.Xüsusi qeyd edək ki, işdə tədqiq edilən Bianki tənliyi vibrasiy...

В данной работе обосновывается неклассическая трехмерная краевая задача на геометрической середине области . Трехмерная краевая задача на геометрической середине области в этой постановке более естественна, чем трехмерная краевая задача на геометрической середине области в классической постановке. Это связано с тем, что в этой постановке трехмерной...

In this prezented work paper, on a rectangular , a contact-boundary problem is justificated in a nonclassical interpretation for the Boussinesq-Love equation. Such a kontakt-boundary problem in a nonclassical interpretation has a number of advantages: in this formulation, no additional conditions of agreement are required; this problem can be regar...

First, we prove a theorem on the integral representation of functions of three variables at the middle of a domain in S. L. Sobolev space with a dominant mixed derivative on a three-dimensional parallelepiped. Further, an integral representation of periodic functions of three variables is given at the middle of the domain in the space of S. L. Sobo...

This paper demonstrates a multidimensional boundary value problem defined in the middle of a domain for a hyperbolic equation with a high order, a dominant mixed derivative, and non-smooth coefficients. The correct solvability of the boundary value problem under consideration is proved and an integral representation of the solution is given with th...

In this work, the correct solvability of a boundary value problem for the generalized Aller equation with non-smooth coefficients in S.L. Sobolev space is proved.

The 3D optimal control problem (1)-(3) was studied by means of a new variant the increment method. The method essentially uses the notion of an integral form conjugation equation and allows also to cover the case when the coefficients of the equation (1) are, generally speaking, non-smooth functions. In other words, these variants are more natural...

In this paper, on a rectangular domain, a boundary value problem is substantiated in a nonclassical interpretation for the generalized Mangeron equation with nonsmooth coefficients. Such a boundary value problem in a nonclassical interpretation has a number of advantages: in this formulation, no additional conditions of agreement are required; this...

Qeyd edək ki, Bianki tənliyi vibrasiya proseslərinin modelləşdirilməsində istifadə olunan tənlikdir, hərbi təbabət sahəsində mühüm əhəmiyyət kəsb edir. Bianki inteqro-diferensial tənliyi üçün oblastın həndəsi ortasında qoyulmuş çoxölçülü sərhəd məsələsininin korrekt həllolunanlığı isbat edilmiş və qurulan fundamental həllin köməyi ilə həllin inteqr...

Bu işdə bir dominant qarışıq törəməli anizotrop S.L.Sobolev fəzasında funksiyaların inteqral göstərilişi tapılmışdır. Alınan nəticə dominant qarışıq törəməli S.L.Sobolev fəzasında qeyri-hamar əmsallı ümumiləşmiş Aller tənliyi üçün qoyulmuş bir qeyri-klassik sərhəd məsələsinin inteqral göstərilişlər üsulunun köməyi ilə tədqiqində istifadə olunur. Xü...

Bu işdə bir anizotrop S.L.Sobolev fəzasında funksiyaların inteqral göstərilişi tapılmışdır.Alınan nəticə dominant qarışıq törəməli S. L. Sobolev fəzasında qeyri-hamar əmsallı Bianki inteqro-diferensial tənliyi üçün qoyulmuş bir qeyri-klassik sərhəd məsələsinin inteqral göstərilişlər üsulunun köməyi ilə tədqiqində istifadə olunur. Xüsusi qeyd edək k...

In this paper, we study one problem of optimal control described with generalized Aller equations under non-classical boundary conditions. It should be especially noted that the generalized Aller equation is one of the main differential equations of mathematical biology. This equation describes the process of filtration when moisture is absorbed by...

In this paper, for the first time, one integral representation is found for functions of two variables in one anisotropic Sobolev space with a dominant mixed derivative.

In this paper, for the first time, one integral representation is found for functions of three variables in one anisotropic Sobolev space with a dominant mixed derivative.

В данной работе выявлен гомеоморфизм между определенными парами банаховых пространств при исследовании трехмерной начально-краевой задачи для одного дифференциального уравнения дробного порядка с негладкими коэффициентами в результате сведения этой задачи к эквивалентному интегральному уравнению Вольтерра второго рода. Кроме того, для поставленной...

В этой работе на прямоугольной области обосновывается краевая задача в неклассической трактовке для обобщенного уравнения Аллера с негладкими коэффициентами. Такая краевая задача в неклассической трактовке обладает рядом преимуществ: в этой постановке не требуется никаких дополнительных условий согласования; эту задачу можно рассматривать как задач...

In this paper, on the base of Pontryagin maximum principle, the optimal control problem with concentrated parameters for a degenerate differential equation with the Caputo operator and with coefficients from the Lebesgue space is studied. The efficiency indicator of the considered optimal control problem has an integral form of fractional order. A...

Analysis of statistical data shows that in recent years in Azerbaijan there have been significant changes in the volume of innovation products produced by innovative entrepreneurship entities in terms of the level of innovation in all industries and types of economic activity (Table 1). For example, if the volume of newly applied products underwent...

In this paper, a necessary and sufficient condition, such as the Pontryagin’s maximum principle for a fractional optimal control problem with concentrated parameters, is given by the ordinary fractional differential equation with a coefficient in weighted Lebesgue spaces. We discuss a formulation of fractional optimal control problems by a fraction...

Necessary and sufficient optimality conditions are obtained in the form of L.S. Pontryagin’s maximum principle in the study of an optimal control problem described by a three-dimensional boundary value problem defined in the geometric middle of the domain for one third-order integro-differential 3D Bianchi with L_p-coefficients.

For a fourth-order generalized Mangeron equation with nonsmooth coefficients defined on a rectangular domain, we consider the Neumann problem with nonclassical conditions that do not require matching conditions. We justify the equivalence of these conditions to classical boundary conditions for the case in which the solution to the problem is sough...

In this work the fundamental solution of geometric middle boundary problem for integro-differential equation of 3D Bianchi with nonsmooth coefficients is constructed.

In this work substantiated for a generalized Aller equation with non-smooth coefficients in the arithmeticаl middleboundary problem with non-classical boundary conditions is considered, which requires no matching conditions.Equivalence of these conditions boundary condition is substantiated classical, in the case if the solution of the problem in t...

Получены необходимые и достаточные условия оптимальности в форме принципа максимума Л.С. Понтрягина при исследовании задачи оптимального управления, описываемой трехмерной краевой задачей, заданной на арифмитической середине области для одного интегро-дифференциального 3D Бианки третьего порядка с негладкими коэффициентами.

Azərbaycan Milli Elmlər Akademiyasının müxbir üzvü, fizika-riyaziyyat elmləri doktoru, professor Misir Mərdanovun müəllifi olduğu "Azərbaycan riyaziyyatçıları" kitabında Azərbaycan Milli Elmlər Akademiyasının professoru, riyaziyyat elmləri doktoru İlqar Qürbət oğlu Məmmədov haqqında məlumat verilmişdir.

In this paper substantiated for a 4D Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the middle-1D in the harmonic middle-1D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 3D in the middle -1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions four d...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the middle -1D in the harmonic middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these condit...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 3D in the harmonic middle -1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions four d...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the middle -1D final-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditio...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -1D final- 1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditi...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -1D in the middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these condit...

In this paper substantiated for a 4D Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem-4D combined boundary problem of 1D in the harmonic middle-1D in the middle-2D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions fo...

In this paper substantiated for a 4D Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle-1D in the middle-1D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -2D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions four d...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 1D in the harmonic middle -2D initial-1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these condit...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 1D in the harmonic middle -1D in the middle-2D final type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditio...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 3D in the geometrical middle -1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these condi...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional boundary problem - 4D boundary problem of 4D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions four dimensional boundary condition is sub...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the middle -1D in the harmonic middle-1D in the geometrical middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalen...

In this paper substantiated for a 4D Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle-1D in the geometrical middle-1D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -1D in the geometrical middle- 1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivale...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 3D in the harmonic middle -1D in the geometrical middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these condi...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -2D in the geometrical middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these condi...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -1D in the geometrical middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the geometrical middle -1D in the harmonic middle- 1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivale...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the geometrical middle -1D in the harmonic middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the harmonic middle -1D final- 1D in the geometrical middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of t...

In this paper substantiated for a 4D Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the geometrical middle-1D in the harmonic middle-1D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 2D in the geometrical middle -1D final- 1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of t...

In this paper substantiated for a 4D Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem-4D combined boundary problem of 1D in the geometrical middle-1D in the harmonic middle-2D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these c...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 1D in the harmonic middle -2D initial-1D in the geometrical middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of...

In this paper substantiated for a 4D loading Bianchi equation with non-smooth coefficients a four dimensional combined boundary problem - 4D combined boundary problem of 1D in the geometrical middle -1D in the harmonic middle-2D final type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of th...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional in the harmonic middle problem- 3D in the harmonic middle problem with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensional boundary condition is substantiated cl...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the middle-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensio...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D multi-point-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensiona...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D initial -1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensional b...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the harmonic middle -1D multi-point type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimension...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the harmonic middle -1D in the geometrical middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions t...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the harmonic middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensional bo...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the harmonic middle -1D final type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensional bou...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the geometrical middle-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions th...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D in the middle-1D multi-point-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D in the harmonic middle -1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensi...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 2D final -1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensional bou...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D in the harmonic middle-1D in the geometrical middle-1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of th...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D in the geometrical middle -1D multi-point-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of the...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D in the harmonic middle-1D in the geometrical middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these co...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D in the harmonic middle -1D multi-point-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions thre...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D final-1D in the geometrical middle-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these cond...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D in the middle-1D in the harmonic middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions thr...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D final-1D multi-point-1D in the harmonic middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three d...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D final-1D in the harmonic middle-1D initial type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimen...

In this paper substantiated for a 3D Bianchi equation with non-smooth coefficients a three dimensional combined boundary problem - 3D combined boundary problem of 1D final-1D in the harmonic middle-1D in the middle type with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three...

In this work the integral representation of solution of middle boundary problem for one integro-differential equation 3D Bianchi with nonsmooth coefficients is constructed.

In this work the fundamental solution of geometrical middle boundary problem for generalized Aller equation with nonsmooth coefficients is constructed.

In this work substantiated for a generalized Aller equation with non-smooth coefficients in the geometrical middle problem with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions boundary condition is substantiated classical, in the case if the solution of the problem in the aniso...

В данной работе получены необходимые и достаточные условия оптимальности в форме принципа максимума Л.С.Понтрягина при исследовании задачи оптимального управления, описываемой трехмерной краевой задачей,заданной на геометрической середине области для одного интегро-дифференциального уравнения 3D Бианки третьего порядка с негладкими коэффициентами.

In this work the fundamental solution of arithmetical middle boundary problem for generalized Aller equation with non-smooth coefficients is constructed.

"Azərbaycanın Tanınmış Riyaziyyatçıları" ensiklopedik məlumat kitabında Məmmədov İlqar Qürbət oğlu haqqında məlumat verilmişdir.

In this paper, a necessary and sufficient condition, such as the Pontryagin’s maximum principle for an optimal control problem with distributed parameters, is given by the third-order Bianchi equation with coefficients from variable exponent Lebesgue spaces. The statement of an optimal control problem is studied by using a new version of the increm...

Təqdim olunan işdə riyazi biologiyanın və riyazi fizikanın bəzi model diferensial tənliklərinin bir-biri ilə riyazi əlaqəsi və tətbiqləri barədə danışılır.

In this paper substantiated for a 3D Bianchi integro-differential equation with non-smooth coefficients a three dimensional in the geometrical middle problem- 3D in the geometrical middle problem with non-classical boundary conditions is considered, which requires no matching conditions. Equivalence of these conditions three dimensional boundary co...

В представленной работе рассматривается четырехмерная начально-краевая задача в неклассической трактовке для одного вольтерро-гиперболического интегро-дифференциального уравнения.

В представленной работе рассматривается начально-краевая задача для одного обыкновенного дифференциального уравнения дробного порядка с разрывными коэффициентами.