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Syllabus Module of Department of Mathematics ( Sem-III)

Department of Mathematics

SEMESTER - III

Paper: Core-5 (Theory of Real Functions & Introduction to Metric Space)

 Unit 1: Limit & Continuity                                                                                                                                        

                              Haradhan Kundu

 Unit 2 & 3: Differentiability and mean value theorem

                         Shrabani Dey       

 Unit 4: Introduction to metric space    

                            Haradhan Kundu

 

Paper: Core-6 (Group Theory - I)

 Unit 1 : Introduction to Group Theory 

   Haradhan Kundu             

 Unit 2, 3 & 4: Subgroups, Cyclic Subgroup and Normal subgroup

     Malay Pain

 Unit 5: Group Homomorphism and Isomorphism        

      Malay Pain



Paper: Core-7 (Numerical Analysis)

 Unit 1: Errors in Numerical Analysis

 Soma Das

 Unit 2: Solution of Algebraic & Transcendental Equation

 Soma Das

 Unit 3: Solution of System of Linear Equations    

  Soma Das

 Unit 4 & 5: Interpolation, Numerical Integration   

  Jewel karmakar

 Unit 6: Solution of Ordinary Differential Equation  

  Jewel karmakar

  Practical: Numerical Methods Lab                                     
                         

 Haradhan Kundu


Paper: Core-6 (SEC - I) [Programming using C]

 Unit 1 : Introduction to computer Language                                                    

   Jewel Karmakar

 Unit 2, 3: Basic C Language        

 Haradhan Kundu              

 Unit 5: Subscripted variables and subprogram     

 Haradhan Kundu


Paper: GE-3 (Algebra)

 Unit 1 & 2: Classical Algebra                                                  

              Haradhan Kundu    

 Unit 3 & 4: Linear Algebra   

     Malay Pain  


Paper: Program [C-1c] (Algebra)

 Unit 1 & 2: Classical Algebra                                          

   Shrabani Dey

 Unit 3 & 4: Linear Algebra   

     Malay Pain 

 

                                                                                                     

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