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Ελληνική ιστοσελίδα

Courses with web pages

All pages are in Greek except if otherwise indicated

Spring Semester 2011-12

  1. Algebra
  2. Analysis I
  3. Analysis II
  4. Analysis Lab
  5. Approximation Theory and Applications
  6. Calculus I
  7. Calculus II
  8. Foundations of Mathematics
  9. Functional Analysis
  10. Geometric Topology
  11. Geometry
  12. Linear Algebra I (Kossioris)
  13. Linear Algebra I (Tzanakis)
  14. Linear Algebra II
  15. Mathematical Meteorology
  16. Multivariable Calculus
  17. Numerical Analysis
  18. Partial Differential Equations
  19. Probability (graduate)
  20. Topics in Analysis: Chaos and Dynamical Systems
  21. Programming Language
  22. Wave propagation

Fall Semester 2011-12

  1. Acoustical Oceanography
  2. Algebra
  3. Algebra II (graduate)
  4. Analysis I
  5. Applied Algebra
  6. Calculus III
  7. Characteristic Classes (graduate)
  8. Complex Analysis
  9. Complex Analysis (graduate)
  10. Differential Geometry
  11. Discrete Mathematics
  12. Foundations of Mathematics
  13. Group Theory
  14. Harmonic Analysis
  15. Introduction to Analysis I
  16. Introduction to Analysis II
  17. Linear Algebra I
  18. Linear Algebra II
  19. Linear Algebra III
  20. Linear Algebra for Computer Science
  21. Numerical Linear Algebra
  22. Numerical Solution of PDE
  23. Plane and Space
  24. Symbolic Computation
  25. Topology

Spring Semester 2010-11

  1. Algebra
  2. Approximation Theory
  3. Calculus III
  4. Complex Analysis (graduate)
  5. Foundations of Mathematics
  6. Galois Theory
  7. Geometric Topology
  8. Introduction to Analysis II
  9. Introduction to Cryptology
  10. Introduction to Riemannian Geometry (graduate)
  11. Linear Algebra I
  12. Linear Algebra II
  13. Multilinear Algebra
  14. Multivariable Calculus
  15. Real Analysis
  16. Rings and Modules

Fall Semester 2010-11

  1. Algebra I
  2. Algebra I (graduate)
  3. Calculus I (Th. Mitsis)
  4. Calculus I (M. Papadimitrakis)
  5. Differential Geometry
  6. Discrete Mathematics
  7. Euclidean Geometry
  8. Foundations of Mathematics
  9. Harmonic Analysis
  10. Introduction to Analysis I
  11. Introduction to Numerical Analysis
  12. Linear Algebra I
  13. Linear Algebra III
  14. Measure Theory (graduate)

Spring Semester 2009-10

  1. Algebra
  2. Calculus I
  3. Calculus II
  4. Functional Analysis
  5. Geometry
  6. Introduction to Analysis I
  7. Introduction to Differentiable Manifolds (graduate)
  8. Introduction to Graph Theory
  9. Introduction to Numerical Analysis
  10. Linear Algebra I
  11. Linear Algebra II
  12. Real Analysis
  13. Rings and Modules
  14. Use of computers in the teaching of mathematics (Euclidean Geometry, graduate)

Fall Semester 2009-10

  1. Acoustical Oceanography
  2. Algebra
  3. Analytic Geometry and Complex Numbers
  4. Calculus II
  5. Calculus III
  6. Classical Analysis
  7. Differential Geometry
  8. Euclidean Geometry
  9. Foundations of Mathematics
  10. Group Theory
  11. Introduction to Analysis I
  12. Linear Algebra I
  13. Mathematics I for the Dept of Chemistry
  14. Measure Theory (graduate)
  15. Number Theory
  16. Set Theory
  17. Topics in Geometry -- Algebraic Geometry
  18. Topology

Spring Semester 2008-09

  1. Algebra
  2. Calculus II
  3. Complex Analysis (graduate)
  4. Field Theory
  5. Functional Analysis
  6. Introduction to Group Representations
  7. Introduction to Linear Algebra
  8. Introduction to Analysis II
  9. Linear Algebra II
  10. Numerical Solution of Ordinary Differential Equations

Fall Semester 2008-09

  1. Algebra I (graduate)
  2. Algebraic Curves (graduate)
  3. Analytic Geometry and Complex Numbers
  4. Calculus I
  5. Differential Geometry
  6. Discrete Mathematics
  7. Foundations of Mathematics
  8. Introduction to Analysis I
  9. Introduction to Analysis II
  10. Introduction to Riemannian Geometry (graduate)

Spring Semester 2007-08

  1. Algebra
  2. Calculus I
  3. Coding Theory (graduate)
  4. General Mathematics II (for Materials Science students)
  5. History of Logic
  6. Introduction to Algebraic Geometry (graduate)
  7. Introduction to Analysis II
  8. Introduction to Numerical Analysis
  9. Linear Algebra (for Computer Science students)
  10. Modal Logic
  11. Numerical Analysis (graduate)
  12. Probability Theory (graduate)
  13. Real Analysis
  14. Theory of fields

Fall Semester 2006-07

  1. Algebra I
  2. Algebraic Number Theory (Graduate)
  3. Calculus I
  4. Calculus I, for the Computer Science Dept
  5. Calculus III
  6. Coding Theory
  7. Complex Analysis
  8. Homological Algebra
  9. Numerical Linear Algebra
  10. Probability Theory I
  11. Probability Theory (Graduate)
  12. Symbolic Computation

Spring Semester 2005-06

  1. Probability Theory II
  2. Calculus II for Dept of Materials Science
  3. Linear Algebra
  4. Real Analysis
  5. Cryptography. Also in English
  6. Numerical Solution of PDE (Graduate)
  7. Rings and Modules
  8. Mathematics II for the Dept of Chemistry
  9. Number Theory in Education (Graduate)
  10. Algebra

Fall Semester 2005-06

  1. Analysis II
  2. Measure Theory (Graduate)
  3. Group Theory

Spring Semester 2003-04

  1. Stochastic Processes (Graduate).
  2. Partial Differential Equations.
  3. Algebra I.

Fall Semester 2003-04

  1. Discrete Mathematics I
  2. Formal Languages and Computability (formerly: Discrete Mathematics II)
  3. Coding Theory (Graduate). Also in English.
  4. Symbolic Computation

Spring Semester 2002-03

  1. Introduction to Numerical Analysis
  2. Algebra
  3. Introduction to Cryptography (same page for undergraduate and graduate course)
  4. Stochastic Processes
  5. Stochastic Processes (Graduate)

Fall Semester 2002-03

  1. Discrete Mathematics I
  2. Discrete Mathematics II
  3. Multivariable Calculus
  4. Aspects of Complex Analysis
  5. Mathematical Computations
  6. Numerical Linear Algebra
  7. Coding Theory (Graduate). Also in English.

Spring Semester 2001-02

  1. Algebraic Geometry (Graduate). Also in English.
  2. Probability Theory (Graduate)

Fall Semester 2001-02

  1. Introduction to Probability Theory
  2. Numerical Solution of PDE (Graduate)
  3. Linear Algebra I (from Dept of Applied Math)
  4. Calculus II

Spring Semester 2000-01

  1. The Problem Seminar
  2. Introduction to Computing
  3. Cryptography (page in both English and Greek)
  4. Numerical Analysis
  5. Algebraic Number Theory (Graduate)

Fall Semester 2000-01

  1. Foundations of Mathematics
  2. Introduction to Computing
  3. Introduction to Operations Research
  4. Measure Theory (Graduate)
Maintenance: kolount AT math.uoc.gr.
Mirrored at: http://fourier.math.uoc.gr/~mathweb (primary), http://www.math.uoc.gr/dept