Department of Mathematics
The Department of Mathematics of the University of Ioannina is the second oldest department at the University. Founded in 1966 in the city of Ioannina, it comprises - along with the Department of Physics and the Department of Chemistry - the School of Sciences. The Department is housed on the northwest side of the academic campus, in the Department of Mathematics Building.
In its 50-year existence, the Department has undergone several stages of development and growth. Today it plays an important role in the continued scientific progress of Ioannina, the region of Epirus and the country. The Department’s research work and presence are internationally recognized. The curriculum, both undergraduate and postgraduate, is characterized by pluralism while concurrently covering all modern disciplines of mathematical science. The Department of Mathematics strives to excel in the scientific training of its students and the honing of their abilities, in order to enable them to build the profile of the mathematician they desire to be.
We wish you a pleasant navigation experience and we are at your disposal in order to provide you with any further information regarding our Department.
Undergraduate Courses Offered to Erasmus Students
Academic Year 2024 - 2025
Fall
- MAY111 Infinitesimal Calculus I
- MAY112 Fundamental Concepts of Mathematics
- MAY121 Linear Algebra I
- MAY123 Number Theory
- MAY311 Infinitesimal Calculus III
- MAY331 Introduction to Probability
- MAY341 Introduction to Numerical Analysis
- MAY343 Introduction to Programming
- MAY514 Introduction to Differential Equations
- ΜΑΥ522 Elementary Differential Geometry
- ΜΑΕ513 Elements of General Topology
- MAE521 Algebraic Curves
- ΜΑΕ525 Group Theory
- MAE526 Grobner bases
- ΜΑΕ531 Probability Theory and Statistics
- ΜΑΕ532 Stochastic Processes
- ΜΑΕ546A Biomathematics
- ΜΑΕ581 Design and Analysis of Algorithms
- MAE515 Topics in functions of one variable
- ΜΑΕ713 Partial Differential Equations
- ΜΑΕ714 Set Theory
- MAE716 Ordinary Differential Equations II
- ΜΑΕ717 Measure Theoretic Probability
- ΜΑΕ724 Algebraic Structures II
- ΜΑΕ725 Ring Theory
- ΜΑΕ727 Euclidean and non-Euclidean Geometries
- ΜAΕ732A Topics in Operations Research
- ΜΑΕ744 Numerical Solution of Ordinary Differential Equations
- ΜΑΕ747 Linear and Nonlinear Waves
- ΜΑΕ748 Efficient Algorithms
- ΜΑΕ753 Convex Analysis
- MAE719 Functional Analysis
Spring
- MΑΥ211 Infinitesimal Calculus II
- MΑΥ221 Linear Algebra II
- MΑΥ223 Analytic Geometry
- MΑΥ242 Introduction to Computer Science
- MΑΥ411 Infinitesimal Calculus IV
- MΑΥ413 Metric Spaces and their Topology
- MΑΥ422 Algebraic Structures I
- MΑΥ431 Introduction to Statistics
- MΑΥ611 Complex Functions I
- MAE614 Ordinary Differential Equations I
- ΜΑΥ648 Classical Mechanics
- ΜΑΕ616 Measure Theory
- ΜΑΕ624 Elementary Global Differential Geometry
- ΜΑΕ629 Applications of Linear Algebra
- ΜΑΕ631K Linear Programming
- ΜΑΕ634 Queueing Theory
- MAE647 Object Oriented Programming
- ΜΑΕ681 Data Structures
- ΜΑΕ685 Numerical Linear Algebra
- ΜΑΕ802 Meteorology
- ΜΑΕ818 Introduction to Stochastic Analysis
- ΜΑΕ826 Topological Matrix Groups
- ΜΑΕ832K Statistical Data Analysis
- ΜΑΕ847 Mechanics of Fluids
- MAE811 Operator Theory
- ΜΟΙ811 Introduction to Economics II
Graduate Programme Overview
The Graduate Programme, in its current form, was re-established in May 2018. See here for the corresponding official document. This document, also, includes the initial version of the regulation governing the programme.
The following are available:
Graduate Courses and Professors
- These are the courses offered for the current academic year.
- For a full list of all the courses, including those which are not offered for the current academic year, please see here.
- For all the courses, the lecture duration is three hours per week.
FALL SEMESTER
| SPECIALISATION A: Μathematics (Analysis - Algebra - Geometry) | ||
|---|---|---|
| AN4 | Functional Analysis | Α. Τolias |
| ΑΝ7 | Measure Theory | M. Stamatakis |
| AΛ1 | Algebra I | A. Beligiannis |
| ΓΕ2 | Differential Geometry | A. Savas-Halilaj |
| SPECIALISATION B: Statistics and Operations Research | ||
| ΣΕΕ1 | Mathematical Statistics | D. Bagkavos |
| ΣΕΕ2 | Linear Models | Α. Batsidis |
| ΣΕΕ3 | Mathematical Programming | Κ. Skouri |
| ΣΕΕ8 | Sampling Theory | Κ. Ζografos |
| SPECIALISATION C: Applied Mathematics and Computer Science | ||
| ΕΜ1 | Methods of Applied Mathematics Ι | T. Horikis |
| ΕΜ5 | Dynamical Systems and Chaos | Μ. Xenos |
| ΠΛ1 | Complexity Theory | C. Papadopoulos |
| ΠΛ3 | Advanced Algorithmic Topics | Μ. Bekos |
SPRING SEMESTER
| SPECIALISATION A: Μathematics (Analysis - Algebra - Geometry) | ||
|---|---|---|
| AN6 | Partial Differential Equations | Ι. Giannoulis |
| ΑΝ8 | Harmonic Analysis | Ε. Νikolidakis |
| ΑΝ10 | Topological Methods for Differential Equations | Ι. Pournaras |
| ΑΝ11 | Convex Analysis | C. Saroglou |
| AΛ5 | Homological Algebra | Α. Beligiannis |
| ΑΛ6 | Specialized Topics in Algebra | A. Katsampekis |
| ΓΕ3 | Riemannian Geometry | Α. Savas-Halilaj |
| ΓΕ5 | Algebraic Topology Ι | Ε. Kechagias |
| ΓΕ8 | Specialized Topics in Geometry | T. Vlachos |
| SPECIALISATION B: Statistics and Operations Research | ||
| ΣΕΕ4 | Biostatistics | D. Bagkavos |
| ΣΕΕ5 | Data Analysis and Statistical Packages | Α. Batsidis |
| ΣΕΕ6 | Multivariate Analysis | Κ. Ζografos |
| ΣΕΕ7 | Non Linear Programming | Κ. Skouri |
| ΣΕΕ20 | Advanced Topics in Operational Research | I. Dimitriou |
| SPECIALISATION C: Applied Mathematics and Computer Science | ||
| ΑΑ1 | Numerical Analysis | F. Κarakatsani |
| ΕΜ2 | Methods of Applied Mathematics ΙI | T. Horikis |
| ΕΜ4 | Fluid Mechanics | Μ. Xenos |
| ΠΛ4 | Algorithmic Graph Theory | C. Papadopoulos |
Applications for Graduate Studies
- Call for Applications (2023-2024).
- The application form is available here (code: ΜΑ2).
Graduate Courses
SPECIALISATION: Μathematics (Analysis - Algebra - Geometry)
| COURSE CODE | COURSE | HOURS | TEACHERS |
|---|---|---|---|
| Section A | |||
| AN2 | General Topology | 3 | Pournaras Ioannis |
| AN4 | Functional Analysis | 3 | Tolias Andreas |
| ΑΝ7 | Measure Theory | 3 | Mavridis Kyriakos |
| Section Β | |||
| AΛ1 | Algebra I | 3 | Papadakis Stavros |
| ΓE2 | Differential Geometry | 3 | Vlachos Theodoros |
SPECIALISATION: Statistics and Operations Research
| COURSE CODE | COURSE | HOURS | TEACHERS |
|---|---|---|---|
| Section C | |||
| ΣΕΕ1 | Mathematical Statistics | 3 | Batsidis Apostolos |
| ΣΕΕ2 | Linear Models | 3 | Bagkavos Dimitrios |
| ΣΕΕ3 | Mathematical Programming | 3 | Skouri Konstantina |
| ΣΕΕ7 | Non Linear Programming | 3 | Skouri Konstantina |
SPECIALISATION: Applied Mathematics and Computer Science
| COURSE CODE | COURSE | HOURS | TEACHERS |
|---|---|---|---|
| Section D | |||
| AA3Α | Numerical Linear Algebra I | 3 | Noutsos Dimitrios |
| EM1Α | Methods of Applied Mathematics | 3 | Horikis Theodoros |
| ΕΜ4Α | Fluid Mechanics | 3 | Xenos Michalis |
| ΠΛ4Α | Algorithmic Graph Theory | 3 | Papadopoulos Charis |