You can choose part or the whole unit, according to the needs of your course. These are only some of the teaching subjects we offer.

Teaching subjects
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Calculus
  Subject Necessary Knowledge Hours
1 Function theory - 2
2 Sequences & Series 1 8
3 Limits-continuity of Functions 1 6
4 Derivatives 1,3 8
5 Multiple variables functions 1,3,4 8
6 Vector Analysis 1,3,4,5 10
7 Indefinite Integrals 1,3,4 10
8 Definite Integrals 1,3,4,7 4
9 Algebric integrals, area, curve length 1,2,3,4,7,8 4
10 Generalized Integrals 1,2,3,4,7,8 6
11 Line Integrals 1,3,4,5,6,7,8 6
12 Multiple Integrals 1,3,4,5,6,7,8 12
13 Surface Integrals 1,3,4,5,6,7,8,11 6
14 Volume Integrals 1,3,4,5,6,7,8,11 6
15 unconstrained optimization 1,3,4,5 6
16 constrained optimization 1,3,4,5 20
    Total hours : 96
 
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Linear Algebra
  Subject Necessary Knowledge Hours
1 Matrix Algebra - 6
2 Systems of Linear Equations 1 8
3 Vector Spaces 1 8
4 Linear Transformations 1,3 8
    Total hours : 30
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Algebra
  Subject Necessary Knowledge Hours
1 Complex Analysis - 12
2 Number Theory - 8
3 Polynomial Theory - 8
4 Group Theory - 10
5 Rings & Fields Theory - 10
6 Metric Spaces - 12
7 General Topology - AC
    Total hours : 6
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Numerical Analysis
  Subject Necessary Knowledge Hours
1 Errors - 4
2 Finite Differences, Interpolation & Polynomial Approximation 1 4
3 Numerical Differentiation & Integration 1 6
4 Numerical Methods for Solving One Variable Equations 1 6
5 Numerical Methods for Solving Linear Systems 1,3 4
6 Initial Value Problems for Ordinary Differential Equations 1 6
7 Boundary Value Problems for Ordinary Differential Equations 1,5 6
8 Iterative Techinics in Matrix Algebra 1 6
9 Numerical Methods for Solving Nonlinear Systems of Equations 1 8
10 Approximation Theory 1 4
    Total hours : 52
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Propabilities
  Subject Necessary Knowledge Hours
1 Mathematical Propability - 8
2 Discrete Distributions 1 6
3 Continuous Distributions 1 6
4 Multidimensional random variables 1,2,3 8
5 Characteristic functions, moment-generating & propability-generating functions 1,2,3 8
6 Central Theorems 1,2,3 6
    Total hours : 42
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Ststistics
  Subject Necessary Knowledge Hours
1 Descriptive Statistics - 4
2 Estimation 1 8
3 Confidence intervals 1 6
4 Hypothesis Tests 1 6
5 Simple Regression 1 3
6 Multiple Regression 1 4
7 Non Parametric Methods 1 8
    Total hours : 39
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Analytic Geometry
  Subject Necessary Knowledge Hours
1 Vectors 2-D, 3-D - 4
2 Coordinate systems 1 4
3 Vector Algebra 1,2 4
4 Straight line and plane 1,2,3 6
5 Coordinate system transformations 1,2,3 4
6 2nd degree curves on plane 1,2,3 6
7 General theory of 2nd degree curve and invariants 1,2,3 4
8 2nd degree surfaces 1,2,3 6
    Total hours : 38
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Operational Research
  Subject Necessary Knowledge Hours
1 Route and Flow Problems - 6
2 Network Analysis CPM/PERT - 6
3 Mathematical Programing - 8
4 Game Theory - 6
5 Waiting Lists Theory - 6
    Total hours : 32
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Differential Geometry
  Subject Necessary Knowledge Hours
1 Surface Theory - 10
2 Curves Theory - 10
    Total hours : 20
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Differential Equations (ODE)
  Subject Necessary Knowledge Hours
1 1st Order Differential Equations - 6
2 Higher Order Differential Equations 1 4
3 Linear Differential Equations 1,2 4
4 Solving ODE using Power Series 1,2,3 6
4 Solving ODE using Laplace transform 1,2,3 6
4 Systems of Linear Differential Equations 1,2,3 8
5 Non Linear Differential Equations 1,2,3,4 A.C.
    Total hours: 36
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Finance
  Subject Necessary Knowledge Hours
1 Macroeconomy Autonomous Unit A.C.
2 Microeconomy Autonomous Unit A.C.
3 Corporate Finance Autonomous Unit 20
4 Accounting Autonomous Unit 20
    Total hours
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Informatics
  Subject Necessary Knowledge Hours
1 VB Programming   10
2 C# Programming   10
3 C++ Programming   12
4 ASP.net Programming 1 or 2 10
5 PHP Programming   10
6 Python Programming   10
7 Databases   18
8 Algorithm Theory Autonomous Unit A.C.
9 Data Structures Theory Autonomous Unit 18
10 Data Networks / Internet Autonomous Unit A.C.
    Total hours : 88
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Discrete Mathematics
  Subject Necessary Knowledge Hours
1 Permutations & Combinations   A.C.
2 Generating Functions   A.C.
3 Recurrence Relations   A.C.
4 Polya's Theory of Counting   A.C.
5 Foundamental Concepts in Graph Theory   A.C.
6 Trees, Circuits   A.C.
7 Colorability   A.C.
8 Matching Theory   A.C.
9 Transport Networks   A.C.
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Signals & Systems Theory
  Subject Necessary Knowledge Hours
1 Signal & Systems   6
2 Fourier transform Calculus, Diff. Equations 8
3 Laplace transform Calculus, Diff. Equations 8
4 Systems Description in Situation Space   8
5 Ζ transform   8
6 Discrete Fourier transform   4
7 Fast Fourier transform   8
   

A.C : After Contact

The number of hours is indicative