Bachelor of Science in Mathematics

Student receives a rigorous mathematical background that includes the classical topics of mathematical analysis, theory of functions of real and complex variables, algebra, topology, differential geometry, functional analysis, probability and statistics, differential equations, numerical analysis, optimization theory, and other classical areas of mathematics. Choosing career track, you will be able to work not only as a math researcher, but also as a software developer in a variety of areas of IT applications, data analysts, and teachers in educational institutions. The market demand for all directions listed constantly grows.

Program duration: 4 years

Program credits: 242 ECTS

Have questions? Contact us at bachelors@ada.edu.az or +994 51 274 95 51

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What you study at Mathematics?

  • School Core

    School Core
    DISCIPLINECOURSE TITLEECTS
    ComputingPrinciples of Information Systems6
    Mathematics & Decision SciencesCalculus I6
  • University Core

    University Core
    DISCIPLINECOURSE TITLEECTS
    Social Sciences

    Azerbaijani Studies I:

    History of Azerbaijan

    Literature of Azerbaijan

    Azerbaijani Studies

    Architectural Herritage of  Azerbaijan

    6
    Mathematics & Decision SciencesPre-Calculus6
    Writing & Information Literacy Writing & Information Literacy I 
    Professional DevelopmentPublic Speaking & Persuasion 
    Professional DevelopmentMy ADA 
    Social Sciences

    Azerbaijani Studies II:

    History of Azerbaijan

    Literature of Azerbaijan

    Azerbaijani Studies

    Architectural Herritage of  Azerbaijan

     
    Professional DevelopmentData & Computing Skills 
    Social SciencesGlobal Perspectives 
    Writing & Information LiteracyWriting & Information Literacy II
     
     
  • Major Core

    Major Core
    DISCIPLINECOURSE TITLEECTS
    Mathematics & Decision SciencesCalculus II6
    Mathematics & Decision SciencesDiscrete Structures6
    Natural SciencesPhysics I6
    Natural SciencesPhysics I Lab2
    ComputingProgramming Principles I6
    Mathematics & Decision SciencesAbstract Algebra I6
    Mathematics & Decision SciencesIntroduction to Topology6
    Mathematics & Decision SciencesLinear Algebra6
    Mathematics & Decision SciencesIntroduction to Real Analysis6
    Mathematics & Decision SciencesAbstract Algebra II6
    Mathematics & Decision SciencesOrdinary Differential Equations6
    Mathematics & Decision SciencesProbability & Statistics6
    Mathematics & Decision SciencesComplex Analysis6
    Mathematics & Decision SciencesIntroduction to Number Theory6
    Mathematics & Decision SciencesPartial Differential Equations6
    Mathematics & Decision SciencesCombinatorial Analysis6
    Mathematics & Decision SciencesDifferential Geometry & Topology6
    Mathematics & Decision SciencesFunctional Analysis6
    Mathematics & Decision SciencesSenior Design Project6
    Mathematics & Decision SciencesNumerical Analysis6
    Mathematics & Decision SciencesOptimization Methods6
  • Major Elective

    Major Elective
    DISCIPLINECOURSE TITLEECTS
    HumanitiesHistory of Mathematics6
    Mathematics & Decision SciencesAnalyrtic Number Theory6
    Mathematics & Decision SciencesFormalized Mathematics6
    Mathematics & Decision SciencesFoundation of Geometry6
    Mathematics & Decision SciencesHomology Theory for Topological Spaces6
    Mathematics & Decision SciencesHomotopy Theory6
    Mathematics & Decision SciencesIntroduction to Abelian Groups6
    Mathematics & Decision SciencesIntroduction to Homological Algebra6
    Mathematics & Decision SciencesMathematical Foundations of Cyrptography6
    Mathematics & Decision SciencesNumber Fields6
    Mathematics & Decision SciencesReal Analysis6
    Mathematics & Decision SciencesVector Analysis6
  • Functional Enabler

    Functional Enabler
    DISCIPLINECOURSE TITLEECTS
    InternshipCareer Development Skills & Strategies or Pre-Practicum in Teaching
     
    6

Contact Us

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Tel: (+994 12) 437 32 35 ext. 328

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