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The Graduate Studies Program of the Department of Mathematics comprises of three Specializations. Each Specialization includes courses provided by up to two Sections. | The Graduate Studies Program of the Department of Mathematics comprises of three Specializations. Each Specialization includes courses provided by up to two Sections. | ||
Γραμμή 7: | Γραμμή 9: | ||
==== Section A ==== | ==== Section A ==== | ||
# [[Real Analysis (AN1)]] | |||
# [[General Topology (AN2)]] | # [[General Topology (AN2)]] | ||
# [[Complex Analysis (AN3)]] | |||
# [[Functional Analysis (AN4)]] | # [[Functional Analysis (AN4)]] | ||
# [[Differential Equations (AN5)]] | |||
# [[Partial Differential Equations (AN6)]] | |||
# [[Measure Theory (AN7)]] | # [[Measure Theory (AN7)]] | ||
# [[Harmonic Analysis (AN8)]] | |||
# [[Operator Theory (AN9)]] | |||
# [[Topological Methods in Differential Equations (AN10)]] | |||
# [[Convex Analysis (AN11)]] | |||
# [[Independent Study in Analysis I (AN12)]] | |||
# [[Independent Study in Analysis II (AN13)]] | |||
==== Section B ==== | ==== Section B ==== | ||
# [[Algebra I (ΑΛ1)]] | # [[Algebra I (ΑΛ1)]] | ||
# [[Algebra II (ΑΛ2)]] | |||
# [[Applied Algebra (ΑΛ3)]] | |||
# [[Algebraic Number Theory (ΑΛ4)]] | |||
# [[Homological Algebra (ΑΛ5)]] | |||
# [[Specialized Topics in Algebra (ΑΛ6)]] | |||
# [[Classical Differential Geometry (ΓΕ1)]] | |||
# [[Differential Geometry (ΓΕ2)]] | # [[Differential Geometry (ΓΕ2)]] | ||
# [[Riemannian Geometry (ΓΕ3)]] | |||
# [[Differential Topology (ΓΕ4)]] | |||
# [[Algebraic Topology I (ΓΕ5)]] | |||
# [[Algebraic Topology II (ΓΕ6)]] | |||
# [[Algebraic Geometry (ΓΕ7)]] | |||
# [[Specialized Topics in Geometry (ΓΕ8)]] | |||
=== Statistics and Operations Research === | === Statistics and Operations Research === | ||
This Specialization includes courses provided by Section C | |||
# [[Mathematical Statistics (ΣΕΕ1)]] | # [[Mathematical Statistics (ΣΕΕ1)]] | ||
# [[Linear Models (ΣΕΕ2)]] | # [[Linear Models (ΣΕΕ2)]] | ||
# [[Mathematical Programming (ΣΕΕ3)]] | # [[Mathematical Programming (ΣΕΕ3)]] | ||
# [[Biostatistics (ΣΕΕ4)]] | |||
# [[Data Analysis and Statistical Packages (ΣΕΕ5)]] | |||
# [[Multivariate Analysis (ΣΕΕ6)]] | |||
# [[Non Linear Programming (ΣΕΕ7)]] | # [[Non Linear Programming (ΣΕΕ7)]] | ||
# [[Sampling Theory (ΣΕΕ8)]] | |||
# [[Probability Theory (ΣΕΕ9)]] | |||
# [[Applied Multivariate Analysis (ΣΕΕ10)]] | |||
# [[Time series (ΣΕΕ11)]] | |||
# [[Computational Statistics Analysis (ΣΕΕ12)]] | |||
# [[Survival Analysis (ΣΕΕ13)]] | |||
# [[Non Parametric Statistics (ΣΕΕ14)]] | |||
# [[Stochastic analysis with applications (ΣΕΕ15)]] | |||
# [[Risk Management (ΣΕΕ16)]] | |||
# [[Game theory (ΣΕΕ17)]] | |||
# [[Inventory theory (ΣΕΕ18)]] | |||
# [[Advanced Topics in Statistics (ΣΕΕ19)]] | |||
# [[Advanced Topics in Operational Research (ΣΕΕ20)]] | |||
=== Applied Mathematics and Computer Science === | === Applied Mathematics and Computer Science === | ||
This Specialization includes courses provided by Section D | |||
# [[Numerical Linear Algebra I ( | # [[Numerical Analysis (ΑΑ1)]] | ||
# [[Methods of Applied Mathematics ( | # [[Approximation Theory (AA2)]] | ||
# [[Fluid Mechanics ( | # [[Numerical Linear Algebra I (ΑΑ3)]] | ||
# [[Algorithmic Graph Theory ( | # [[Numerical Linear Algebra II (AA4)]] | ||
# [[Numerical Solution of Ordinary Differential Equations (AA5)]] | |||
# [[Numerical Solution of Partial Differential Equations (ΑΑ6)]] | |||
# [[Specialized Topics in Numerical Analysis (AA7)]] | |||
# [[Parallel Algorithms (AA8)]] | |||
# [[Methods of Applied Mathematics I (ΕΜ1)]] | |||
# [[Methods of Applied Mathematics ΙI (EM2)]] | |||
# [[Partial Differential Equations and Applications (EM3)]] | |||
# [[Fluid Mechanics (ΕΜ4)]] | |||
# [[Dynamical Systems and Chaos (ΕΜ5)]] | |||
# [[Integrable Systems (EM6)]] | |||
# [[Fractal Sets and Applications (EM7)]] | |||
# [[Calculus of Complex Functions and Applications (EM8)]] | |||
# [[Specialized Topics in Applied Mathematics (EM9)]] | |||
# [[Specialized Topics in Fluid Mechanics (EM10)]] | |||
# [[Complexity Theory (ΠΛ1)]] | |||
# [[Theory of Computation (ΠΛ2)]] | |||
# [[Advanced Algorithmic Topics (ΠΛ3)]] | |||
# [[Algorithmic Graph Theory (ΠΛ4)]] | |||
# [[Symbolic Computations (ΠΛ5)]] | |||
# [[Natural Language Processing (ΠΛ6)]] | |||
# [[Cryptography Algorithms and Security of Information Systems (ΠΛ7)]] | |||
# [[Distributed Computing Systems and Applications (ΠΛ8)]] | |||
# [[Special Topics in Theoretical Computer Science (ΠΛ9)]] | |||
# [[Special Topics in Computer Science (ΠΛ10)]] |
Τελευταία αναθεώρηση της 12:19, 15 Ιουνίου 2023
- Ελληνική έκδοση
- Department of Mathematics
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The Graduate Studies Program of the Department of Mathematics comprises of three Specializations. Each Specialization includes courses provided by up to two Sections.
Mathematics (Analysis - Algebra - Geometry)
This Specialization includes courses provided by two Sections.
Section A
- Real Analysis (AN1)
- General Topology (AN2)
- Complex Analysis (AN3)
- Functional Analysis (AN4)
- Differential Equations (AN5)
- Partial Differential Equations (AN6)
- Measure Theory (AN7)
- Harmonic Analysis (AN8)
- Operator Theory (AN9)
- Topological Methods in Differential Equations (AN10)
- Convex Analysis (AN11)
- Independent Study in Analysis I (AN12)
- Independent Study in Analysis II (AN13)
Section B
- Algebra I (ΑΛ1)
- Algebra II (ΑΛ2)
- Applied Algebra (ΑΛ3)
- Algebraic Number Theory (ΑΛ4)
- Homological Algebra (ΑΛ5)
- Specialized Topics in Algebra (ΑΛ6)
- Classical Differential Geometry (ΓΕ1)
- Differential Geometry (ΓΕ2)
- Riemannian Geometry (ΓΕ3)
- Differential Topology (ΓΕ4)
- Algebraic Topology I (ΓΕ5)
- Algebraic Topology II (ΓΕ6)
- Algebraic Geometry (ΓΕ7)
- Specialized Topics in Geometry (ΓΕ8)
Statistics and Operations Research
This Specialization includes courses provided by Section C
- Mathematical Statistics (ΣΕΕ1)
- Linear Models (ΣΕΕ2)
- Mathematical Programming (ΣΕΕ3)
- Biostatistics (ΣΕΕ4)
- Data Analysis and Statistical Packages (ΣΕΕ5)
- Multivariate Analysis (ΣΕΕ6)
- Non Linear Programming (ΣΕΕ7)
- Sampling Theory (ΣΕΕ8)
- Probability Theory (ΣΕΕ9)
- Applied Multivariate Analysis (ΣΕΕ10)
- Time series (ΣΕΕ11)
- Computational Statistics Analysis (ΣΕΕ12)
- Survival Analysis (ΣΕΕ13)
- Non Parametric Statistics (ΣΕΕ14)
- Stochastic analysis with applications (ΣΕΕ15)
- Risk Management (ΣΕΕ16)
- Game theory (ΣΕΕ17)
- Inventory theory (ΣΕΕ18)
- Advanced Topics in Statistics (ΣΕΕ19)
- Advanced Topics in Operational Research (ΣΕΕ20)
Applied Mathematics and Computer Science
This Specialization includes courses provided by Section D
- Numerical Analysis (ΑΑ1)
- Approximation Theory (AA2)
- Numerical Linear Algebra I (ΑΑ3)
- Numerical Linear Algebra II (AA4)
- Numerical Solution of Ordinary Differential Equations (AA5)
- Numerical Solution of Partial Differential Equations (ΑΑ6)
- Specialized Topics in Numerical Analysis (AA7)
- Parallel Algorithms (AA8)
- Methods of Applied Mathematics I (ΕΜ1)
- Methods of Applied Mathematics ΙI (EM2)
- Partial Differential Equations and Applications (EM3)
- Fluid Mechanics (ΕΜ4)
- Dynamical Systems and Chaos (ΕΜ5)
- Integrable Systems (EM6)
- Fractal Sets and Applications (EM7)
- Calculus of Complex Functions and Applications (EM8)
- Specialized Topics in Applied Mathematics (EM9)
- Specialized Topics in Fluid Mechanics (EM10)
- Complexity Theory (ΠΛ1)
- Theory of Computation (ΠΛ2)
- Advanced Algorithmic Topics (ΠΛ3)
- Algorithmic Graph Theory (ΠΛ4)
- Symbolic Computations (ΠΛ5)
- Natural Language Processing (ΠΛ6)
- Cryptography Algorithms and Security of Information Systems (ΠΛ7)
- Distributed Computing Systems and Applications (ΠΛ8)
- Special Topics in Theoretical Computer Science (ΠΛ9)
- Special Topics in Computer Science (ΠΛ10)