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The University Of Georgia
Program name: Mathematics
Study Level: Undergraduate
Program leader: Avalishvili Mariam
Study language: Georgian
Qualification: BA in Mathematic
Program capacity: 240
Program permission:

Admission criteria/ prerequisite (for the citizens of Georgia):
The students are enrolled on the bachelor programs on the basis of the results of the national entrance exams or on the basis of the decree  №224/ნ  (December 29, 2011) of the Minister of Education and Science of Georgia, on the basis of  the administrative registration and the decree of the Rector.

Admission criteria/ prerequisites (for the foreign country citizens):
Foreign entrants who completed secondary education abroad or got the education equivalent to it, or/and completed the last two years of secondary education  abroad , or students, who lived abroad during last two or more years and studied abroad in higher educational institutions accredited in compliance with the  legislation of the host country can be  enrolled in the program without taking national entrance exams on the basis of the decree № 224 / ნ  (December 29, 2011)  of the Minister of Education and Science of Georgia. If the entrants don’t have English language Certificate FCE (First Certificate in English) the language competence (B2 – Intermediate )  is proved on the basis of the University exam in English with the minimal passing rate 60%.

Program goals:
Methods for Attaining Learning Outcomes:
Learning outcomes:
Knowledge and understanding

  • The Graduate:

    • Develops the basic concepts, methods and theorems of mathematical analysis, algebra, ordinary and partial differential equations, probability theory and mathematical statistics, and optimization;
    • Formulates the fundamental concepts and theorems of complex analysis, analytic geometry, logic, mathematical modeling, numerical methods, and the theory of functions of a real variable;
    • Possesses knowledge of office systems and the structure and syntax of the programming language C++;
    • Understands the interconnections between fields of mathematics.

    • Skills

  • The graduate:

    • Performs logical mathematical reasoning;
    • Constructs and analyzes mathematical models appropriate to various practical tasks;
    •  Solves various tasks using mathematical methods and principles;
    • Analyzes data using mathematical methods and formulates substantiated conclusions;
    •  Draws appropriate conclusions using appropriate statistical methods and approaches based on numerical characteristics calculated based on data.
    • Makes evidence-based conclusions;
    • Uses modern office systems;
    • Applies the basics of programming.

    • Responsibility and autonomy

  • The graduate:

    • Takes responsibility for both personal and team issues;
    • Establishes effective communication in various professional contexts;
    • Aware of adherence to professional ethics standards;
    • Respects the achievements of other specialists in the field of mathematics.
    • Date of approval: 01-11-2010
    Approval protocol number: 01-10
    Date of program update:
    Update protocol number: 51/19
    Program details:
    Teaching Process Characteristics:

    The length for undergraduate studies is defined as 4 years or 8 terms. University Study Day is divided in lectures (lessons).The lecture consists of several (two, three or four) parts (theoretical part, practical – seminar, lab), each of length - 60 minutes. At the University groups (classes) are formed as from 25 or 50 students. The minimum number of students per group is 10. If during the registration less than 10 students registered, the University reserves the right not to open the group.

    Humanitarian-Social Block

    Code Subject ECTS Semester
    LAWB1155Debates and Critical Thinking6 1,3,5
    LAWB1177Thinking and Morality6 1,3,5
    LITR1212The great Books6 1,3,5
    BUSN4433Economy, business, management6 1,3,5
    HIST1222History of Russian occupation in Georgia6 1,3,5
    POLI2260Basics of Political Ideologies6 1,3,5
    ANTH3130Basics of Cultural Anthropology6 1,3,5
    HIST1118Civilizations and Mankind Development6 1,3,5
    LAWB1195Citizenship in the modern world6 1,3,5

    Credits sum:

    18

    STEM Block

    Code Subject ECTS Semester
    STEM0012Biology and Health of the Human6 1,2
    STEM0013Basics of Cyber Hygiene6 1,2
    STEM0014Hiking - Field Practice6 1,2
    STEM0018AI in Everyday Life6 1,2
    STEM0002Ingenuity, entrepreneurship and technology6 6
    STEM0003Experiments that changed the world6 6
    STEM0004Game theory6 6
    STEM0005Modern technologies6 6

    Credits sum:

    6

    Program Core

    Code Subject ECTS Semester
    ENGL3213English Language VI (B2/2)6 1
    INFO1111Introduction in Programming (C++)6 1
    MATH1112Mathematical Analysis I6 1
    MATH1213Algebra6 1
    INFO1112Office Systems6 2
    INFO3131Object Oriented Programming C++6 2
    MATH1114Analytical Geometry6 2
    MATH1212Mathematical Analysis II6 2
    MATH 2114Mathematical Analysis III6 3
    MATH2113Differential Equations I6 3
    MATH4113Logic6 3
    MATH2110Theory of Probability and Math Statistics I6 4
    MATH3111Methods of Optimization6 4
    MATH3113Differential Equation II6 4
    MATH3121Complex Analysis6 4
    MATH3110Theory of Probability and Math Statistics II6 5
    MATH3124Real Analysis I6 5
    MATH4112Partial differential equation I6 5
    MATH3123Numerical Methods I6 6
    MATH3126Mathematical modelling I6 6
    MATH4114Theoretical Mechanics I6 6

    Credits sum:

    126

    Program Elective

    Code Subject ECTS
    MATH4118Fundamentals of Cryptology6
    MATH3120Theory of Extremal Problems6
    MATH3122Integral Equations I6
    MATH3223Numerical Methods II6
    MATH3224Mathematical Modelling II6
    MATH3225Real Analysis II6
    MATH4121Partial differential equation II6
    MATH2221Functional Analysis6
    MATH3115Differential Geometry I6
    MATH4115Foundations of the Theory of Elasticity6
    MATH4122Integral Equations II6
    MATH4124Theoretical Mechanics II6
    INFO4333MATLAB Programming6
    MATH3118Discrete Structures6
    MATH3125Differential Geometry II6
    MATH4116Foundations of Hydromechanics6
    MATH4117Singular Integral Equations6
    MATH4211Basics of Financial Mathematics6
    MATH4213Internship in Mathematics6
    MATH4240Bachelors Thesis in Mathematics12

    Credits sum:

    126









    Matrix Of Privequisites


    Point GPA The university assessment   The general assessment in Georgia
    97-100 4,00 A+ A Excellent
    94-96 3,75 A
    91-93 3,50 A-
    87-90 3,25 B+   Very good
    84-86 3,00 B B
    81-83 2,75 B-  
    77-80 2,50 C+   C good
    74-76 2,25 C
    71-73 2,00 C-
    67-70 1,75 D+   D Satisfactory
    64-66 1,50 D
    61-63 1,25 D-
    51-60 1,00 E E Sufficient
    Not passed
    41-50   FX FX Insufficient
    <40   F F Failed



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