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  • Mathematical modelisation of the ideal fluid with application to a real problem 
    Amine, Kedia (Université de Bordj Bou Arreridj Faculty of Mathematics and Computer Science, 2022-06-29)
    The main objective of this work is to give the fundamental background of fluid mechanics. Different subjects as mechanics of continuum media, dimenional analysis and conformal mapping are given. Finally, a flow of an ...
  • Méthode de Newton-Kantorovich 
    Bisset, Yamena; Benouerkhou, Fatma (université de Bordj Bou-Arréridj Faculté des mathématiques et de l'informatique, 2013)
    La méthode de Newton est une méthode numérique couramment utilisée pour approcher les solutions d’une équation ou d’un système d’équations. Le but a été de formaliser le théorème de Kantorovitch qui montre la convergence ...
  • Méthode de points intérieurs et nouvelle direction de recherche pour la programmation semi-définie. 
    ZOUAOUI, Asma (Université de Bordj Bou Arreridj Faculty of Mathematics and Computer Science, 2021)
    O T r .© ¤d dyq` ,­ry } • Résumé : Dans ce mémoire, on s’intéresse à la résolution du problème semi-dé nie (SDP ) par la méthode de trajectoire centrale (T C) basée sur une nouvelle direction cherchée qui consiste ...
  • Module et comodule sur algèbre de Hopf 
    Lounis Asma (UNIVERSITY BBA, 2023)
    Nous avons donné dans ce travail des outils permettant d’étudier plus en détail la structure de module sur l’anneau commutative, et leur produit tensoriel, plus généraux cette opération ne se réalisera pas sur un anneau ...
  • Navigation précise basée sur des marqueurs visuels 2D (applications de navigation des drones) 
    MOHAMED, BELAIAF; SELLAMI, SEYFEDDIN (2022)
    In recent years, the demand for the use of drones has increased, which has led to many problems, including the problem of landing, and many researchers have developed protocols and applications for the landing of autonomous ...
  • Nouvelles méthodes algèbriques avec le point fixe commun 
    Khamadj, Samiha; Attaoua, djamila (université de Bordj Bou-Arréridj Faculté des mathématiques et de l'informatique, 2020-09-05)
    Résumé Ce mémoire s’inscrit dans la continuité des travaux sur le point fixe commun dans des espaces métriques complets. Notre travail consiste à étudier quelques résultats d’existence et l’unicité du point fixe commun ...
  • Numerical Solution of Integro-Delay Differential Equations on a Half Line. 
    AIDOUNI YAMINA (UNIVERSITY BBA, 2023)
    The main concern of this dissertation is concentrated on numerically solving the integrodelay differential equations with variable coefficients on a half-line, proposing a matrixcollocation method based on ortho-exponential ...
  • ON THE FUZZY FREDHOLM INTEGRAL EQUATION OF THE SECOND KIND: THEORY AND APPLICATION 
    MAADADI, LAMIS; DJENANE, SOUMIA (Université de Bordj Bou Arreridj Faculty of Mathematics and Computer Science, 2021)
    Abstract After introducing basic concepts in fuzzy mathematics, we focused our attention to solve the linear fuzzy Fredholm integral equation of the second kind by Adomian method. Using parametric form of fuzzy numbers ...
  • ON THE FUZZY FREDHOLM INTEGRAL EQUATION OF THE SECOND KIND: THEORY AND APPLICATION 
    AZRA, SOUAD (université de Bordj Bou-Arréridj Faculté des mathématiques et de l'informatique, 2021-07)
    Abstract After introducing basic concepts in fuzzy mathematics, we focused our attention to solve the linear fuzzy Fredholm integral equation of the second kind by Adomian method. Using parametric form of fuzzy numbers ...
  • ON THE LIMIT CYCLES OF FAMILLY OF DIFFERENTIAL SYSTEM DEGREE 5 
    HOUARI, BOUTHEYNA; BENHAMMADA, RANIA (Université de Bordj Bou Arreridj Faculty of Mathematics and Computer Science, 2021)
    Differential equation have important application and are powerful tool in the study of many problems in the natural sciences and in technology; they are extensively employed in mechanics, astronomy, physics, and in many ...
  • On the limit cycles of some classes of kolmogorov differential systems 
    Tababouchet, Ines; Saidani, Sara (université de Bordj Bou-Arréridj Faculté des mathématiques et de l'informatique, 2020-09-05)
    Di erential equations were invented by Newton (1642-1727). It is the beginning of modern physics and the use of analysis to solve the law of universal gravitation leading to the ellipsity of the orbits of the planets in ...
  • On the number of limit cycles of a class of polynomial differential systems 
    BOUBEKER, CHAFIKA (Université de Bordj Bou Arreridj Faculty of Mathematics and Computer Science, 2022-06-28)
    جبرةـ Abstract : The objective of this memory is the qualitative study of a class of polynomial planar differential systems. The results obtained in this study concern the existence and the number of periodic solutions ...
  • On the number of limit cycles of a class of polynomial differential systems 
    BOUBEKER CHAFIKA (UNIVERSITY BBA, 2022)
    The objective of this memory is the qualitative study of a class of polynomial planar differential systems. The results obtained in this study concern the existence and the number of periodic solutions isolated by ...
  • ON THE PROPERTIES OF FUZZY CONVEX ORDERED SUBGROUPS 
    SAÂDALLAH, SARA; BESSAI, NESRINE (université de Bordj Bou-Arréridj Faculté des mathématiques et de l'informatique, 2020-09)
    Most of problems encountered can be modelled mathematically, but these models require assumptions that are sometimes too restrictive, making application to the real world difficult. Real-world problems must take into ...
  • On the scattered data interpolation and approximation using radial basis functions 
    Kahoul Zakiya (UNIVERSITY BBA, 2022)
    Radial basis functions have proved very useful in computer graphicx and neutral networks and are growing in popularity for solving partial differential equations. A small shape parameter and a small fill distance are ...
  • ON THE SOLUTION OF THE VAN DER POL EQUATION 
    CHERIET, Selmane (Université de Bordj Bou Arreridj Faculty of Mathematics and Computer Science, 2021)
    Ordinary differential equations play a major and prominent role in all fields of science due to their wide of applications in physics, engineering, and biology as an approximate model or as a result of physical laws for ...
  • Orthogonality of bounded linear operators 
    Laoubi Saadia (UNIVERSITY BBA, 2022)

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