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Its aim is to provide the basic topology necessary for any training in mathematics. Recommended prerequisite knowledge: Combined techniques, Basic analysis on the real right R:The body of the real d defined as archimedean body containing Q and verifying the property of the upper terminal, real suites, intervals, continuous functions of R in R, derivation, linear and bilinear algebra, vector spaces, bases, linear applications, matrix calculation, determinants, scalar product, functions of several variables, partial derivatives.
Programme overview
Main Subject
Mathematics
Degree
BA
Study Level
Undergraduate
Study Mode
On Campus
Its aim is to provide the basic topology necessary for any training in mathematics. Recommended prerequisite knowledge: Combined techniques, Basic analysis on the real right R:The body of the real d defined as archimedean body containing Q and verifying the property of the upper terminal, real suites, intervals, continuous functions of R in R, derivation, linear and bilinear algebra, vector spaces, bases, linear applications, matrix calculation, determinants, scalar product, functions of several variables, partial derivatives.
Admission Requirements
0+
Baccalaureate and good score required in mathematics
10 Sep 2023
Sep
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Applied Mathematics
10 Sep, 2023Application Deadline
MathematicsMain Subject Area
Programme overview
Main Subject
Mathematics
Degree
BA
Study Level
Undergraduate
Study Mode
On Campus
Its aim is to provide the basic topology necessary for any training in mathematics. Recommended prerequisite knowledge: Combined techniques, Basic analysis on the real right R:The body of the real d defined as archimedean body containing Q and verifying the property of the upper terminal, real suites, intervals, continuous functions of R in R, derivation, linear and bilinear algebra, vector spaces, bases, linear applications, matrix calculation, determinants, scalar product, functions of several variables, partial derivatives.
Programme overview
Main Subject
Mathematics
Degree
BA
Study Level
Undergraduate
Study Mode
On Campus
Its aim is to provide the basic topology necessary for any training in mathematics. Recommended prerequisite knowledge: Combined techniques, Basic analysis on the real right R:The body of the real d defined as archimedean body containing Q and verifying the property of the upper terminal, real suites, intervals, continuous functions of R in R, derivation, linear and bilinear algebra, vector spaces, bases, linear applications, matrix calculation, determinants, scalar product, functions of several variables, partial derivatives.
Admission Requirements
Baccalaureate and good score required in mathematics
Scholarships
Selecting the right scholarship can be a daunting process. With countless options available, students often find themselves overwhelmed and confused. The decision can be especially stressful for those facing financial constraints or pursuing specific academic or career goals.
To help students navigate this challenging process, we recommend the following articles:
How to get a full scholarship
Looking for a fully-funded scholarship to see you into university? Find out how to boost your chances of getting one.
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Find scholarships to study abroad with our lists of international scholarships – categorized by country, by subject, and by type of student.
Scholarship Applications: Frequently Asked Questions
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