St. Joseph University

Virgin Town, Ikishe Model Village, Chümoukedima, Nagaland, India - 797 115

A Unit of DMI Foundations

 

State Private University Established Under Nagaland Govt.Act No.6 of 2016

Recognized by University Grants Commission(UGC)

Approved by All India Council for Technical Education (AICTE)

DEPARTMENT OF MATHEMATICS

Curriculum

        In accordance with the provisions of the National Education Policy (NEP) 2020, the curriculum framework was introduced at St. Joseph University from 2022 onwards, incorporating the Multi-Entry and Multi-Exit system to promote flexibility and lifelong learning in higher education. Building upon its initial implementation, the framework has been further reviewed and revised, and is being implemented from 2026 with an updated syllabus, enhancing its effectiveness and strengthening its student-centric approach. The system enables learners to pursue their academic journey in a flexible and modular manner, ensuring continuity in learning while accommodating diverse academic needs and circumstances. Students who discontinue their studies at any stage are provided the opportunity to re-enter the programme at a later point, with full recognition and transfer of the credits they have already earned. This ensures that prior learning is preserved and appropriately acknowledged. Furthermore, the framework provides for the award of qualifications at different stages of undergraduate education, as outlined below:


  • Certificate – Upon successful completion of one year of study.
  • Diploma – Upon successful completion of two years of study.
  • Bachelor’s Degree – Upon successful completion of three years of study.
  • Bachelor’s Degree (Hons. / Research) – Upon successful completion of four years of study.

        Students who have successfully completed a four-year undergraduate programme (Honours/Honours with Research) may be eligible for admission to a one-year Master’s programme in the same discipline, in accordance with the provisions of the National Education Policy 2020. Furthermore, students who have completed a four-year undergraduate programme with Honours with Research may also be eligible to pursue a Doctoral (Ph.D.) programme directly, subject to meeting the prescribed CGPA and other criteria as per the University Grants Commission Ph.D. Regulations.

        To support the effective implementation of the National Education Policy (NEP) 2020, St. Joseph University has registered with the Academic Bank of Credits (ABC) through the National Academic Depository. This facilitates the secure recording, storage, and transfer of academic credits earned by students throughout their educational journey, enabling seamless academic progression. The University also provides a credit transfer facility for courses completed through recognized online platforms such as SWAYAM and NPTEL, allowing students to integrate these credits into their academic programmes. Furthermore, digital versions of grade sheets and degree certificates are uploaded to the National Academic Depository (NAD) and made accessible to students through DigiLocker, ensuring transparency, authenticity, and ease of access to academic records.

        The curriculum of the one-year postgraduate (PG) programme is applicable only to candidates who have completed a four-year undergraduate (UG) degree from SJU. For candidates who have completed a four-year UG programme from other institutions, the courses offered in the one-year PG programme may be modified based on the subjects studied during their undergraduate programme at their respective institutions.

B.Sc. Mathamatics : 3 Yrs. - 4 Yrs. Hons./Research (Revised 2026)
Sl.No. Course Categories UG (3Yr.) Hons.(4Yr.) Hons.-Res.(4Yr.)
1 Major (Core) Courses 60 98 86
2 Minor Courses 28 32 32
3 Multidisciplinary Courses 12 12 12
4 Ability Enhancement Courses 8 8 8
5 Skill Enhancement/Vocational Courses 6 6 6
6 Value Added Courses 8 8 8
7 Community Engagement 2 2 2
8 Internship 2 2 2
9 Research Project - - 12
Total Credits 126 168 168

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26AE101 General English 4
2 ViewMultidisciplinary - I (Social Sciences) 4
3 26MH001 Real Analysis - I 4
4 - Minor Elective - I 4
5 26AE107 Understanding India 2
6 26AE106 Environmental Studies 2
7 26MH151 Computer Script Technique (Latex) 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26AE102 English for General Usages 4
2 ViewMultidisciplinary - II (Natural Sciences) 4
3 26MH002 Algebra - I 4
4 - Minor Elective - II 4
5 26AE105 Digital Fluency 2
6 26AE108 Health and Wellness 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH003 Real Analysis - II 4
2 ViewMultidisciplinary – III (General Sciences) 4
3 26MH004 Ordinary Differential Equation 4
4 26PH915 Basic Physics 4
5 26PH157 Physics Lab 2
6 ViewSkill Enhancement/Vocational Course 2
7 26MH444 Community Engagement Services 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH005 Calculus - II 4
2 26MH006 Numerical Methods 4
3 26MH007 Algebra – II 4
4 26CS907 Python Programming 4
5 26CS159 Python Programming Lab 2
6 ViewSkill Enhancement/Vocational Course 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH008 Complex Analysis 4
2 26MH009 Metric Space 4
3 26MH010 Probability and Statistics 4
4 - Minor Elective - III 4
5 26MH152 MATLAB 2
6 26MH250 Internship 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH011 Linear Programming Problem 4
2 26MH012 Partial Differential Equation 4
3 26MH013 Algebra - III 4
4 26MH014 Dynamics and Statics 4
5 - Minor Elective - IV 4
6 26MH251 Project 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH510 Topology 4
2 26MH511 Advanced Real Analysis 4
3 26MH512 Numerical Analysis 4
4 - Minor Elective - V 4
5 26MH555 Research Methodology in Mathematics 4
6 26MH651 Introduction to R- Programming 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH513 Advanced Linear Algebra 4
2 26MH514 Operation Research 4
3 26MH505 Functional Analysis 4
4 26MH506 Advanced Complex Analysis 4
5 26MH508 Applied Discrete Structure 4
OR
7 26MH253 Research Project 12

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH101 Calculus – I 4
2 26MH102 Analytic Geometry 4
3 26MH103 Elementary Graph Theory 4
4 26MH104 Integral Equation 4
5 26MH105 Descriptive Statistics 4
6 26MH106 Elementary Numerical Method 4
7 26MH107 Mathematical Astronomy 4
8 26MH108 Special Functions 4
9 26MH109 Integral Transforms and their Applications 4
10 26MH110 Mathematical Economic 4
11 26MH111 Actuarial Mathematics 4
12 26MH112 Number Theory and Cryptography 4
13 26MH113 Combinatorics 4
14 26MH114 Fuzzy Sets and Fuzzy Logic 4
15 26MH115 Mathematical Biology 4
16 26MH116 Calculus of Variation 4
17 26MH117 Probability Theory 4
18 26MH118 Elementary Algebraic Structure 4
M.Sc. Mathamatics (Revised 2026)

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH501 Analytic Number Theory 4
2 26MH502 Mechanics 4
3 26MH503 Advanced Abstract Algebra 4
4 26MH504 Advanced Ordinary Differential Equation 4
5 - Elective - I 4

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH505 Functional Analysis 4
2 26MH506 Advanced Complex Analysis 4
3 26MH507 Advanced Partial Differential Equation 4
4 26MH508 Applied Discrete Structure 4
5 26MH509 Mathematical Foundations of Machine Learning 4
6 - Elective - II 4

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH510 Topology 4
2 26MH511 Advanced Real Analysis 4
3 26MH512 Numerical Analysis 4
4 26MH555 Research Methodology in Mathematics 4
5 - Elective - III 4
6 26MH651 Introduction to R-Programming 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH513 Advanced Linear Algebra 4
2 26MH514 Operation Research 4
3 26MH750 Internship 4
4 26MH751 Dissertation 8

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH601 Tensor Analysis 4
2 26MH602 Fuzzy Sets and Fuzzy Logic 4
3 26MH603 Mathematical Statistics 4
4 26MH604 Differential Geometry 4
5 26MH605 Integral Equation 4
6 26MH606 Actuarial Mathematics 4
7 26MH607 Number Theory and Cryptography 4
8 26MH608 Combinatorics 4
9 26MH609 Mathematical Biology 4
10 26MH610 Integral Transform 4
11 26MH611 Probability Theory 4
12 26MH612 Analysis of Algorithms 4
13 26MH613 Dynamics and Statics 4
14 26MH614 Calculus of Variations 4
15 26MH615 Algebraic Topology 4
16 26MH616 Algorithms and Computations 4
17 26MH617 Fluid Dynamics 4
18 26MH618 Fourier Analysis 4
19 26MH619 Lie Algebras 4
20 26MH620 Mathematical Programming 4
21 26MH621 Algebraic Graph Theory 4
22 26MH622 Stochastic Processes 4
23 26MH623 Algebraic Number Theory 4
24 26MH624 Algebraic Geometry 4
25 26MH625 Formal Languages and Automata 4

 

M.Sc. Mathamatics (One Year) (Revised 2026)

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH501 Analytic Number Theory 4
2 26MH502 Mechanics 4
3 26MH503 Advanced Abstract Algebra 4
4 26MH504 Advanced Ordinary Differential Equation 4
5 - Elective - I 4
6 26MH651 Introduction to R-Programming 2

    Click on the Course Code to View the Detailed Syllabus

Sl.No. Code Course Name Cr.
1 26MH505 Functional Analysis 4
2 26MH506 Advanced Complex Analysis 4
3 26MH507 Advanced Partial Differential Equation 4
4 26MH750 Internship 4
5 26MH751 Dissertation 8

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QUICK LINKS

AICTE    UGC    National Academic Depository (NAD)

   

   

Contact Nos.

📱 + 91 81310 62811        📱 + 91 87298 16268

📧: info@stjosephuniv.edu.in

🌐: www.stjosephuniv.edu.in

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