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Applied Mathematics

Haliç Üniversitesi | Academic | Institues | Institute of Graduate Studies | Departments | Applied Mathematics
About The Program

Uygulamalı Matematik Tezli Yüksek Lisans programına kabul edilen öğrenciler araştırma yapmaya, tez ve makale yazmaya yardımcı olacak zorunlu “Bilimsel Araştırma Teknikleri” dersini(6 AKTS), benzer şekilde araştırma yapma, sunum hazırlama ve ders anlatma becerilerini geliştirecek zorunlu “Seminer” dersini(12 AKTS) ve bunlara ek olarak alanlarında yetkinlik kazanıp uzmanlaşmaları için seçecekleri 7 adet seçmeli ders(42 AKTS) alarak tez(60 AKTS) yazmaya hak kazanırlar. 


BÜŞRA SÖYLEMEZ

BÜŞRA SÖYLEMEZ

Asst. Prof.

Faculty Member

busrasoylemez@halic.edu.tr

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FATİH ŞİRİN

FATİH ŞİRİN

Asst. Prof.

Faculty Member

fatihsirin@halic.edu.tr

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MUHAMMET SAİT BOZİK

MUHAMMET SAİT BOZİK

Asst. Prof.

Faculty Member

muhammetsaitbozik@halic.edu.tr

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NEBİ ÖNDER

NEBİ ÖNDER

Asst. Prof.

Faculty Member

nebionder@halic.edu.tr

More Info
Applied Mathematics M.Sc. Program was established in 2007-2008 academic year.

The aim of this program is to educate students who will study PhD abroad or domestic in any Department of Mathematics or in a close department in the field of advanced level analysis (Real Analysis, Complex Analysis and Functional Analysis), Algebra and Number Theory, Geometry, Topology and especially Applied Mathematics.

In addition, it is aimed to raise well-educated, productive, researcher and energetic brain powers that will contribute to the world of science that our country needs by the public and private sectors.
Our graduates are awarded “the Master’s Degree in Applied Mathematics”.
It is required to get at least 55 points in ALES from the related score type.
Graduates with a Master's degree can do Doctorate in various science fields such as Applied Mathematics, Physics, Engineering, and Informatics.

1.Semester Course Plan

Ders KoduDers AdıT+U+LAKTSDers Türü
LÜE8000Scientific Research Methods and Publication Ethics3+0+06Compulsory
AİS1XX1Area Elective Course (4 Courses)-24Elective
MAT8110Algebra3+0+06Elective
MAT8120Selected Topics from Optimal Control3+0+06Elective
MAT8130Linear Algebra3+0+06Elective
MAT8140Spectral Theory3+0+06Elective
MAT8150Artificial Intelligence and Mathematics Applications3+0+06Elective
MAT8160Combinatorial Optimization3+0+06Elective
MAT8170Numerical Solutions of Partial Differential Equations3+0+06Elective
MAT8180Dynamic Systems3+0+06Elective
MAT8190Optimization Techniques in Statistics3+0+06Elective
MAT8210Financial Optimization3+0+06Elective
MAT8220Non-Linear Programming3+0+06Elective
MAT8230Graph Theory3+0+06Elective
MAT8240Operator Theory3+0+06Elective
MAT8250Integral Equations and Applications3+0+06Elective
MAT8260Complex Analysis3+0+06Elective
MAT8270Real Analysis3+0+06Elective
MAT8280Function Analysis3+0+06Elective
MAT8290Harmonic Analysis and Operator Theory3+0+06Elective
MAT8310Fully Solvable Non-Linear Systems3+0+06Elective
MAT8320Applied Mathematics Methods3+0+06Elective
MAT8330Advanced Topology3+0+06Elective
MAT8340Multiple Linear Algebra3+0+06Elective
MAT8350Group Theory and Practice3+0+06Elective
MAT8360Partial Differential Equations3+0+06Elective
MAT8370Variations Account3+0+06Elective
MAT8380Numerical Analysis3+0+06Elective
MAT8390Mathematical Modeling with Artificial Neural Networks3+0+06Elective
MAT8410Large Scale Programming3+0+06Elective
MAT8420Games Theory3+0+06Elective
MAT8430Asymptotic and Perturbative Methods in Mathematics3+0+06Elective
MAT8440Analysis on Manifolds3+0+06Elective

2.Semester Course Plan

Ders KoduDers AdıT+U+LAKTSDers Türü
MAT8010Seminar2+0+012Compulsory
AİS1XX2Area Elective Course (3 Courses)-18Elective
MAT8110Algebra3+0+06Elective
MAT8120Selected Topics from Optimal Control3+0+06Elective
MAT8130Linear Algebra3+0+06Elective
MAT8140Spectral Theory3+0+06Elective
MAT8150Artificial Intelligence and Mathematics Applications3+0+06Elective
MAT8160Combinatorial Optimization3+0+06Elective
MAT8170Numerical Solutions of Partial Differential Equations3+0+06Elective
MAT8180Dynamic Systems3+0+06Elective
MAT8190Optimization Techniques in Statistics3+0+06Elective
MAT8210Financial Optimization3+0+06Elective
MAT8220Non-Linear Programming3+0+06Elective
MAT8230Graph Theory3+0+06Elective
MAT8240Operator Theory3+0+06Elective
MAT8250Integral Equations and Applications3+0+06Elective
MAT8260Complex Analysis3+0+06Elective
MAT8270Real Analysis3+0+06Elective
MAT8280Function Analysis3+0+06Elective
MAT8290Harmonic Analysis and Operator Theory3+0+06Elective
MAT8310Fully Solvable Non-Linear Systems3+0+06Elective
MAT8320Applied Mathematics Methods3+0+06Elective
MAT8330Advanced Topology3+0+06Elective
MAT8340Multiple Linear Algebra3+0+06Elective
MAT8350Group Theory and Practice3+0+06Elective
MAT8360Partial Differential Equations3+0+06Elective
MAT8370Variations Account3+0+06Elective
MAT8380Numerical Analysis3+0+06Elective
MAT8390Mathematical Modeling with Artificial Neural Networks3+0+06Elective
MAT8410Large Scale Programming3+0+06Elective
MAT8420Games Theory3+0+06Elective
MAT8430Asymptotic and Perturbative Methods in Mathematics3+0+06Elective
MAT8440Analysis on Manifolds3+0+06Elective

3.Semester Course Plan

Ders KoduDers AdıT+U+LAKTSDers Türü
MAT8000Special Topics of Expertise0+0+00Compulsory
MAT8020Master's Thesis 10+0+030Compulsory

4.Semester Course Plan

Ders KoduDers AdıT+U+LAKTSDers Türü
MAT8030Master's Thesis 20+0+030Compulsory
Those who have completed the Master's thesis with 8 courses of at least 60 ECTS including the Seminar course from the Applied Mathematics Master's Thesis program are entitled to graduate.
Those who successfully complete this program can work as a Mathematician in various universities, public and private institutions and research institutes.
Assessment and Grading is defined specific to the course. For detailed information, course introduction information should be checked.
Dr. Faculty Member Fatih Şirin