What is the eligibility criteria of South Asian University for M.Sc Applied Mathematics and M.Sc Computer Science?

The candidates must have completed bachelor's level programme with Mathematics as one of the subject for admission to M.Sc Applied Mathematics and M.Sc Computer Science in South Asian University.

Arts, Humanities and Social Sciences Exams
South Asian University Entrance Test

SAUET 2026: Result Date (Out), Answer Key (Out), Counselling & Latest Updates

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Nikita ShawUpdated on Jun 10, 2026 05:36 PM

About SAUET 2026

SAUET 2026 - The South Asian University will declare the SAUET 2026 result on May 23. Candidates can check the SAU entrance exam 2026 results by visiting the official website. The SAUET 2026 provisional selected candidates list was released on May 19. The university will also release the SAUET merit list along with the result. Shortlisted candidates will be invited for an interview in the first week of June 2026. The SAUET result link 2026 will be activated at sau.int.
LATEST UPDATES: SAUET 2026 Provisionally Shortlisted Candidates

The SAUET entrance exam was conducted in 42 exam centres. The question paper consists of 100 questions. The duration of the SAUET 2025 exam is of 3 hours. The medium of the question paper is in English. Admission to the South Asian University is also done through the CUET PG and JEE scores. The PG programmes offered through the SAUET is MA in Economics, Social Sciences, Applied Mathematics, Computer Sciences and Biotechnology. The university also offers admission in PhD courses through the exam and interview. The SAUET 2026 exam was conducted to enrol students into a total of 180 seats at South Asian University.

Contact details -

South Asian University
Akbar Bhawan, Chanakyapuri
New Delhi, 110021
Phones: +91-11-24122512-14, +91-11-24195000, Fax - +91-11-24122511

SAUET 2026: Result Date (Out), Answer Key (Out), Counselling & Latest Updates

SAUET 2026 Highlights

Full Exam Name	South Asian University Entrance Test
Short Exam Name	SAUET
Conducting Body	South Asian University
Frequency Of Conduct	Once a year
Exam Level	University Level Exam
Languages	English
Mode Of Application	offline +1 more
Application Fee	Online : 750
Mode Of Exam	offline
Mode Of Counselling	offline
Exam Duration	2 Hours

SAUET Important Dates

SAUET South Asian University Entrance Test (session 2026)

Eligibility Criteria

M.A.

SAUET MA Economics Eligibility Criteria 2026
Candidates appearing in SAUET 2026 to seek admission in MA Economics need to have a 10+2 degree along with a bachelor’s degree with mathematics as a subject of study at the 10+2 (12th Class) level or the Bachelor’s level or both from an institution recognized by the government of any of the SAARC countries, with a minimum of 50% marks in aggregate or an equivalent grade. Candidates who have a 4 year bachelor’s degree or 2 year bachelor’s degree and have cleared the first year of the master’s programme will also be considered eligible.

MA International Relations Eligibility Criteria 2026
Aspirants appearing in SAUET to seek admission in MA in International Relations, 12 years of schooling and a 3 year bachelor’s degree from an institution recognized by the government of any of the SAARC countries with a minimum of 50% marks in aggregate or an equivalent grade is a must. Candidates who have a 4 year bachelor’s degree or 2 year bachelor’s degree and have cleared the first year of the master’s programme will also be considered eligible.

MA Sociology Eligibility Criteria 2026
Aspirants of SAUET 2025 seeking admission in MA Sociology need to have a 10+2 degree and a 3-year bachelor’s degree from an institution recognized by the government of any of the SAARC countries in any discipline with a minimum of 50% marks in aggregate or an equivalent grade. Candidates having a 4 year Bachelor’s degree or 2 year Bachelor’s degree and who have cleared the first year of the master’s programme will also be considered eligible.

M.Sc.

Eligibility Criteria for MSc Applied Mathematics
Aspirants seeking for admission in M.Sc Applied Mathematics should have 10+2 schooling degree with a 3-year bachelor’s degree (with Mathematics as a subject for at least two years) from an institution recognized by the government of any of the SAARC countries for SAUET 2025, with a minimum of 55% marks in aggregate or an equivalent grade. Candidates who have a 4-year Bachelor’s degree or 2-year bachelor’s degree and have cleared the first year of the master’s programme are also eligible to appear in the entrance test.

MSc Computer Science Eligibility Criteria 2026
Aspirants of SAUET 2025 seeking admission in M.Sc Computer Science should possess a 10+2 degree with a 3-year bachelor’s degree in Computer Science or a relevant area with mathematics as a subject either at the bachelor’s level or at 10+2 (12th Class) level from an institution recognized by the government of any of the SAARC countries. It is also necessary to score a minimum of 55% marks in aggregate or an equivalent grade in the qualifying examination. Candidates who have a 4 year bachelor’s degree or 2-year bachelor’s degree and have cleared the first year of the master’s programme are also eligible.

MSc Biotechnology 2026 Eligibility Criteria
Candidates appearing in South Asian University Entrance Test to seek admission into M.Sc Biotechnology need to have a 10+2 schooling degree with a 3 year bachelor’s degree (BSc, BVSc, BTech, MBBS, etc.) in any area of Biological Sciences / Chemistry / Agriculture and allied sciences; Veterinary and allied sciences and Biotechnology / Biochemical Technology from an institution recognized by the government of any of the SAARC countries, with a minimum of 55% marks in aggregate or an equivalent grade. Students who have not studied Biology at the bachelor’s level must have studied and passed in Biology as a subject at the 10+2 (12th class) level. Candidates who have a 4 year bachelor’s degree or a 2 year bachelor’s degree and have cleared the first year of the master’s programme are also eligible.

L.L.M

Candidates appearing in SAUET 2026 to seek admission in Master of Laws (LLM) need to possess 10+2 schooling degree with a 5 year integrated BA/BBA/BSc/LLB degree or 12 years of schooling + a 2 or 3 year bachelor’s degree + a 3 year LLB degree or 12 years of schooling + a 4 year LLB degree from any institution recognized by the government of any of the SAARC countries, with a minimum of 50% marks or an equivalent grade.

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SAUET 2026 Application Process

South Asian University (SAU) started the SAUET application process 2026 for admission in various UG and PG programmes from February 25. Candidates could fill the application by visiting the website at sau.int till April 10. Applicants must submit the application form along with the registration fee before the deadline.

In the application form of SAUET 2026, candidates need to enter the necessary details such as their name, father's name, course opted for and others, and remit the prescribed application fee within a stipulated time. They are advised to print and retain a copy of the SAUET 2026 application form for future reference. Follow the steps given below to fill the South Asian University application form 2026 with a hassle-free process of registering.

How to fill the South Asian University Application Form 2026?

Step 1. Visit the official website of South Asian University at sau.int.

Step 2. Register by clicking on 'New User? Register here.'

Step 3. Enter all the details and click on 'Submit'.

Step 4. Log in with the provided login credentials.

Step 5. Fill in the details in the South Asian University application form.

Step 6. Click on 'Submit and Pay'.

Step 7. Pay the application fee via Debit/Credit Card/Net Banking.

Step 8. Print out multiple copies of the South Asian University 2025 application form for future reference.

Documents Required at Exam SAUET 2026

South Asian University Entrance Test 2026

SAUET admit card 2024

Valid photo ID card

SAUET 2026 Exam Centers

State	City
Karnataka	Bangalore
Chandigarh	Chandigarh
Tamil Nadu	Chennai
Assam	Guwahati
Telangana	Hyderabad
Rajasthan	Jaipur
West Bengal	Kolkata
Uttar Pradesh	Lucknow
Maharashtra	Mumbai
Delhi	New Delhi
Bihar	Patna
Kerala	Thiruvananthapuram

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Exam Pattern

M.A.

SAUET MA 2026 Exam Pattern
South Asian University will test candidates from the topics namely - Microeconomics, Macroeconomics, Development Economics and Mathematics and Statistics. The question paper would be of 100 marks, where sound knowledge of Economics at the undergraduate level is necessary to cope with the Master’s programme, the entrance test will feature questions on undergraduate level Economics, Mathematics and Statistics. The entrance examination would be of 2 hours and the question paper will consist of 50 MCQs of two marks each, where 10 questions will be from Microeconomics, Macroeconomics, Development Economics, Mathematics and Statistics, respectively. SAUET 2024 will impose negative marking of ¼ of the marks for randomly guessing answers.

SAUET MA International Relation Exam Pattern
After successfully filling the application form of SAUET 2026, candidates will be required to appear in the exam to get a seat in MA International Relations. The entrance examination to be conducted will be of 2 hours with 50 multiple choice questions of two marks each. The topics in the question paper will test the test-takers' understanding of the subject knowledge and his or her General Awareness about South Asia and the world.

SAUET 2024 question paper will be of 2 hours of time with 50 multiple-choice questions of two marks each that will test the candidates' subject knowledge at the undergraduate level and his/her general knowledge about South Asia and the world.

M.Sc.

MSC Applied Mathematics Exam Pattern 2026
According to the SAUET 2025 exam pattern, the entrance test for M.Sc Applied Mathematics would be of 2 hours consisting of 100 multiple choice questions in two parts. There will be 20 questions for 2 marks each on Basic Mathematics and 60 questions on Undergraduate Level Mathematics. Candidates will be negatively marked for ¼ of the marks for each wrong answers marked.

SAUET 2026 MSc Computer Science Pattern
Candidates who will appear for SAUET to seek admission in M.Sc Computer Science will be given a question paper with the duration of 3 hours and the question paper will consist of 100 multiple choice questions in two parts. In the first part, questions would be from the areas of Mathematical Science where there will be 40 multiple choice questions of one mark. In the second part of the paper, there will be 60 multiple choice questions of one mark each on the areas of undergraduate level Computer Science. For random guessing, candidates will be negatively marked for ¼ marks.

MSc Biotechnology SAUET Exam Pattern 2026
The entrance examination, SAUET 2025 for admission to M.Sc Biotechnology will be of 2 hours duration and the question paper will have multiple-choice questions in two parts. Each question will carry one mark. In part A of the question paper, will have 10+2 level questions from Physics, Chemistry, Biology and Mathematics with 30 questions carrying one mark each. In part B, there will be 70 questions carrying one mark each and will have undergraduate level questions from Biochemistry, Cell Biology, Molecular Biology, Immunology, Animal Sciences, Plant Sciences, Genetics, Microbiology, Chemistry, Physics, Biophysics, Mathematics and Biostatistics. A deduction of ¼ of the marks assigned to that question will be done in the case wrongly marked answers.

L.L.M

The entrance examination, SAUET 2026 for admission to Master of Laws (LLM) will be of 2 hours and the question paper will consist of 100 multiple choice questions in two parts. The first part of the paper will have 20 multiple choice questions of one mark each on general knowledge, political science, geography, general science and civics of the 10+2 level. In the second part, there will be 80 multiple choice questions of the LLB level carrying one mark each and will generally include questions related to law. A deduction of ¼ of the marks assigned to that question will be done in the case wrongly marked answers.

SAUET 2026 Syllabus

SAUET M.A. Syllabus

MA Economics (Microeconomics)

MA Economics (Macroeconomics)

MA Economics (Development economics)

MA Economics (Mathematics)

MA Economics (Statistics)

MA in Communication for sustainable development (Issues of development)

MA in Communication for sustainable development (Sustainability)

MA in Communication for sustainable development (Society and culture in South Asia)

MA in Journalism and Digital Media (General awareness: SAARC, South Asia, Global South, Global North)

MA in Journalism and Digital Media (General awareness: SAARC, South Asia, Global South, Global North): Unit 01

SAARC: Structure, institutions & regional cooperation

MA in Journalism and Digital Media (General awareness: SAARC, South Asia, Global South, Global North): Unit 02

South Asia: Political, economic & media landscape

MA in Journalism and Digital Media (General awareness: SAARC, South Asia, Global South, Global North): Unit 03

Global South: Development & geopolitics

MA in Journalism and Digital Media (General awareness: SAARC, South Asia, Global South, Global North): Unit 04

Global North: Institutions & global governance

MA in Journalism and Digital Media (General awareness: SAARC, South Asia, Global South, Global North): Unit 05

Media & global affairs (cross-cutting sub-section)

MA in Journalism and Digital Media (Communication theories & media concepts)

MA in Journalism and Digital Media (Communication theories & media concepts): Unit 01

Classical & contemporary communication models

MA in Journalism and Digital Media (Communication theories & media concepts): Unit 02

Mass communication theories

MA in Journalism and Digital Media (Communication theories & media concepts): Unit 03

Media effects theories

MA in Journalism and Digital Media (Communication theories & media concepts): Unit 04

Communication in SAARC context

MA in Journalism and Digital Media (Digital Media, AI & Multimedia Journalism)

MA in Journalism and Digital Media (Digital Media, AI & Multimedia Journalism): Unit 01

Basics of artificial intelligence in media

MA in Journalism and Digital Media (Digital Media, AI & Multimedia Journalism): Unit 02

Digital platforms & content strategy

MA in Journalism and Digital Media (Digital Media, AI & Multimedia Journalism): Unit 03

Multimedia journalism

MA in Journalism and Digital Media (Digital Media, AI & Multimedia Journalism): Unit 04

Contemporary trend in journalism

MA in Journalism and Digital Media (Media, society, culture, laws and ethics)

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 01

Freedom of speech and expression

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 02

Media regulations & cyber laws

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 03

Ethical principles in journalism

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 04

Media & sustainable development goals

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 05

Basics of human rights & migration issues

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 06

Communication and misinformation

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 07

Environmental journalism

MA in Journalism and Digital Media (Media, society, culture, laws and ethics): Unit 08

Gender & LGBTQIA+ issues

MA in Journalism and Digital Media (Media and communication research)

MA in Journalism and Digital Media (Media and communication research): Unit 01

Foundations of research in media & communication

MA in Journalism and Digital Media (Media and communication research): Unit 02

Research design & methodology

MA in Journalism and Digital Media (Media and communication research): Unit 03

Qualitative & quantitative research methods

MA in Journalism and Digital Media (Media and communication research): Unit 04

Emerging trends in media research

MA International Relations (Subject area knowledge)

MA International Relations (General awareness about South Asia and the world)

MA Sociology (Subject area knowledge - UG level)

MA Sociology (General knowledge pertaining to South Asia and the world)

MA Sociology (Reading comprehension)

SAUET M.Sc. Syllabus

MSc Applied Mathematics (Calculus and analysis)

MSc Applied Mathematics (Calculus and analysis): Unit 01

Limit

MSc Applied Mathematics (Calculus and analysis): Unit 02

Continuity

MSc Applied Mathematics (Calculus and analysis): Unit 03

Uniform continuity and differentiability

MSc Applied Mathematics (Calculus and analysis): Unit 04

Bolzano Weierstrass theorem

MSc Applied Mathematics (Calculus and analysis): Unit 05

Mean value theorems

MSc Applied Mathematics (Calculus and analysis): Unit 06

Tangents and normal

MSc Applied Mathematics (Calculus and analysis): Unit 07

Maxima and minima

MSc Applied Mathematics (Calculus and analysis): Unit 08

Theorems of integral calculus

MSc Applied Mathematics (Calculus and analysis): Unit 09

Sequences and series of functions

MSc Applied Mathematics (Calculus and analysis): Unit 10

Uniform convergence

MSc Applied Mathematics (Calculus and analysis): Unit 11

Power series

MSc Applied Mathematics (Calculus and analysis): Unit 12

Riemann sums

MSc Applied Mathematics (Calculus and analysis): Unit 13

Riemann integration

MSc Applied Mathematics (Calculus and analysis): Unit 14

Definite and improper integrals

MSc Applied Mathematics (Calculus and analysis): Unit 15

Partial derivatives and Leibnitz theorem

MSc Applied Mathematics (Calculus and analysis): Unit 16

Total derivatives

MSc Applied Mathematics (Calculus and analysis): Unit 17

Fourier series

MSc Applied Mathematics (Calculus and analysis): Unit 18

Functions of several variables

MSc Applied Mathematics (Calculus and analysis): Unit 19

Multiple integrals

MSc Applied Mathematics (Calculus and analysis): Unit 20

Line integrals

MSc Applied Mathematics (Calculus and analysis): Unit 21

Surface integrals

MSc Applied Mathematics (Calculus and analysis): Unit 22

Volume integrals

MSc Applied Mathematics (Calculus and analysis): Unit 23

Green's theorem

MSc Applied Mathematics (Calculus and analysis): Unit 24

Stokes theorem

MSc Applied Mathematics (Calculus and analysis): Unit 25

Gauss theorem

MSc Applied Mathematics (Calculus and analysis): Unit 26

Curl

MSc Applied Mathematics (Calculus and analysis): Unit 27

Divergence

MSc Applied Mathematics (Calculus and analysis): Unit 28

Gradient of vectors

MSc Applied Mathematics (Algebra)

MSc Applied Mathematics (Algebra): Unit 01

Basic theory of matrices and determinants

MSc Applied Mathematics (Algebra): Unit 02

Groups and their elementary properties

MSc Applied Mathematics (Algebra): Unit 03

Subgroups

MSc Applied Mathematics (Algebra): Unit 04

Normal subgroups

MSc Applied Mathematics (Algebra): Unit 05

Cyclic groups

MSc Applied Mathematics (Algebra): Unit 06

Permutation groups

MSc Applied Mathematics (Algebra): Unit 07

Lagrange's theorem

MSc Applied Mathematics (Algebra): Unit 08

Quotient groups

MSc Applied Mathematics (Algebra): Unit 09

Homomorphism of groups

MSc Applied Mathematics (Algebra): Unit 10

Isomorphism and correspondence theorems

MSc Applied Mathematics (Algebra): Unit 11

Rings

MSc Applied Mathematics (Algebra): Unit 12

Integral domains and fields

MSc Applied Mathematics (Algebra): Unit 13

Ring homomorphism and ideals

MSc Applied Mathematics (Algebra): Unit 14

Vector space

MSc Applied Mathematics (Algebra): Unit 15

Vector subspace

MSc Applied Mathematics (Algebra): Unit 16

Linear independence of vectors

MSc Applied Mathematics (Algebra): Unit 17

Basis and dimension of a vector space

MSc Applied Mathematics (Differential equations)

MSc Applied Mathematics (Differential equations): Unit 01

General and particular solutions of ordinary differential equations (ODEs)

MSc Applied Mathematics (Differential equations): Unit 02

Formation of ODE

MSc Applied Mathematics (Differential equations): Unit 03

Order

MSc Applied Mathematics (Differential equations): Unit 04

Degree

MSc Applied Mathematics (Differential equations): Unit 05

Classification of ODEs

MSc Applied Mathematics (Differential equations): Unit 06

Integrating factor and linear equations

MSc Applied Mathematics (Differential equations): Unit 07

First order and higher degree linear differential equations with constant coefficients

MSc Applied Mathematics (Differential equations): Unit 08

Variation of parameter

MSc Applied Mathematics (Differential equations): Unit 09

Equation reducible to linear form

MSc Applied Mathematics (Differential equations): Unit 10

Linear and quasi-linear first order partial differential equations (PDEs)

MSc Applied Mathematics (Differential equations): Unit 11

Lagrange method for first order PDE

MSc Applied Mathematics (Differential equations): Unit 12

Charpit's method for first order PDE

MSc Applied Mathematics (Differential equations): Unit 13

General solutions of higher order PDEs with constant coefficients

MSc Applied Mathematics (Numerical analysis)

MSc Applied Mathematics (Numerical analysis): Unit 01

Computer arithmetic

MSc Applied Mathematics (Numerical analysis): Unit 02

Machine computation

MSc Applied Mathematics (Numerical analysis): Unit 03

Bisection method

MSc Applied Mathematics (Numerical analysis): Unit 04

Secant method

MSc Applied Mathematics (Numerical analysis): Unit 05

Newton-Raphson method

MSc Applied Mathematics (Numerical analysis): Unit 06

Fixed point iteration methods for algebraic and transcendental equations

MSc Applied Mathematics (Numerical analysis): Unit 07

Systems of linear equations

MSc Applied Mathematics (Numerical analysis): Unit 08

Gauss elimination

MSc Applied Mathematics (Numerical analysis): Unit 09

LU decomposition

MSc Applied Mathematics (Numerical analysis): Unit 10

Gauss Jacobi method

MSc Applied Mathematics (Numerical analysis): Unit 11

Gauss Siedal method

MSc Applied Mathematics (Numerical analysis): Unit 12

Condition number

MSc Applied Mathematics (Numerical analysis): Unit 13

Finite difference operators

MSc Applied Mathematics (Numerical analysis): Unit 14

Newton interpolation

MSc Applied Mathematics (Numerical analysis): Unit 15

Lagrange interpolation

MSc Applied Mathematics (Numerical analysis): Unit 16

Least square approximation

MSc Applied Mathematics (Numerical analysis): Unit 17

Numerical differentiation

MSc Applied Mathematics (Numerical analysis): Unit 18

Trapezoidal integration method

MSc Applied Mathematics (Numerical analysis): Unit 19

Simpsons integration method

MSc Applied Mathematics (Probability and statistics)

MSc Applied Mathematics (Probability and statistics): Unit 01

Mean

MSc Applied Mathematics (Probability and statistics): Unit 02

Median

MSc Applied Mathematics (Probability and statistics): Unit 03

Mode

MSc Applied Mathematics (Probability and statistics): Unit 04

Standard deviation

MSc Applied Mathematics (Probability and statistics): Unit 05

Conditional probability

MSc Applied Mathematics (Probability and statistics): Unit 06

Independent events

MSc Applied Mathematics (Probability and statistics): Unit 07

Total probability

MSc Applied Mathematics (Probability and statistics): Unit 08

Baye’s theorem

MSc Applied Mathematics (Probability and statistics): Unit 09

Random variables

MSc Applied Mathematics (Probability and statistics): Unit 10

Expectation

MSc Applied Mathematics (Probability and statistics): Unit 11

Moments generating functions

MSc Applied Mathematics (Probability and statistics): Unit 12

Density and distribution functions

MSc Applied Mathematics (Probability and statistics): Unit 13

Conditional expectation

MSc Applied Mathematics (Linear programming)

MSc Applied Mathematics (Linear programming): Unit 01

Linear programming problem and its formulation

MSc Applied Mathematics (Linear programming): Unit 02

Graphical method

MSc Applied Mathematics (Linear programming): Unit 03

Simplex method

MSc Applied Mathematics (Linear programming): Unit 04

Artificial starting solution

MSc Applied Mathematics (Linear programming): Unit 05

Sensitivity analysis

MSc Applied Mathematics (Linear programming): Unit 06

Duality

MSc Applied Mathematics (Linear programming): Unit 07

Post-optimality analysis

MSc Biotechnology (Physics - 10+2 level)

MSc Biotechnology (Chemistry - 10+2 level)

MSc Biotechnology (Biology - 10+2 level)

MSc Biotechnology (Mathematics - 10+2 level)

MSc Biotechnology (Biochemistry - Undergraduate level)

MSc Biotechnology (Cell biology - Undergraduate level)

MSc Biotechnology (Molecular biology - Undergraduate level)

MSc Biotechnology (Immunology - Undergraduate level)

MSc Biotechnology (Animal sciences - Undergraduate level)

MSc Biotechnology (Plant sciences - Undergraduate level)

MSc Biotechnology (Genetics - Undergraduate level)

MSc Biotechnology (Microbiology - Undergraduate level)

MSc Biotechnology (Biophysics - Undergraduate level)

MSc Biotechnology (Biostatistics - Undergraduate level)

MSc Computer Science (Set theory and algebra)

MSc Computer Science (Set theory and algebra): Unit 01

Sets

MSc Computer Science (Set theory and algebra): Unit 02

Relations

MSc Computer Science (Set theory and algebra): Unit 03

Functions

MSc Computer Science (Set theory and algebra): Unit 04

Groups

MSc Computer Science (Set theory and algebra): Unit 05

Partial orders

MSc Computer Science (Set theory and algebra): Unit 06

Lattice

MSc Computer Science (Set theory and algebra): Unit 07

Boolean algebra

MSc Computer Science (Combinatorics)

MSc Computer Science (Combinatorics): Unit 01

Permutations

MSc Computer Science (Combinatorics): Unit 02

Combinations

MSc Computer Science (Combinatorics): Unit 03

Counting

MSc Computer Science (Combinatorics): Unit 04

Summation

MSc Computer Science (Combinatorics): Unit 05

Binomial theorem

MSc Computer Science (Combinatorics): Unit 06

Exponential series

MSc Computer Science (Matrix)

MSc Computer Science (Matrix): Unit 01

Basic concepts

MSc Computer Science (Matrix): Unit 02

Types of matrices

MSc Computer Science (Matrix): Unit 03

Determinants

MSc Computer Science (Matrix): Unit 04

Transpose

MSc Computer Science (Matrix): Unit 05

Inverse and rank of a matrix

MSc Computer Science (Matrix): Unit 06

Matrix algebra

MSc Computer Science (Matrix): Unit 07

Systems of linear equations

MSc Computer Science (Calculus)

MSc Computer Science (Calculus): Unit 01

Limit

MSc Computer Science (Calculus): Unit 02

Continuity and differentiability

MSc Computer Science (Calculus): Unit 03

Mean value theorems

MSc Computer Science (Calculus): Unit 04

Theorems of integral calculus

MSc Computer Science (Calculus): Unit 05

Evaluation of definite and improper integrals

MSc Computer Science (Calculus): Unit 06

Partial derivatives

MSc Computer Science (Calculus): Unit 07

Total derivatives

MSc Computer Science (Calculus): Unit 08

Maxima and minima

MSc Computer Science (Ordinary differential equations)

MSc Computer Science (Ordinary differential equations): Unit 01

First order first degree equations

MSc Computer Science (Ordinary differential equations): Unit 02

Variable separable method

MSc Computer Science (Ordinary differential equations): Unit 03

Homogeneous equations

MSc Computer Science (Ordinary differential equations): Unit 04

Exact equations

MSc Computer Science (Ordinary differential equations): Unit 05

Integrating factors

MSc Computer Science (Ordinary differential equations): Unit 06

Linear equations

MSc Computer Science (Vector analysis)

MSc Computer Science (Vector analysis): Unit 01

Addition of vectors

MSc Computer Science (Vector analysis): Unit 02

Subtraction of vectors

MSc Computer Science (Vector analysis): Unit 03

Dot product of vectors

MSc Computer Science (Vector analysis): Unit 04

Cross product of vectors

MSc Computer Science (Programming in C)

MSc Computer Science (Programming in C): Unit 01

Elements of C

MSc Computer Science (Programming in C): Unit 02

Identifiers

MSc Computer Science (Programming in C): Unit 03

Data types

MSc Computer Science (Programming in C): Unit 04

Control structures

MSc Computer Science (Programming in C): Unit 05

Array

MSc Computer Science (Programming in C): Unit 06

Structure

MSc Computer Science (Programming in C): Unit 07

Union

MSc Computer Science (Programming in C): Unit 08

Strings

MSc Computer Science (Programming in C): Unit 09

Pointers

MSc Computer Science (Programming in C): Unit 10

Functions

MSc Computer Science (Programming in C): Unit 11

Parameter passing to functions

MSc Computer Science (Programming in C): Unit 12

Recursion

MSc Computer Science (Programming in C): Unit 13

File handling

MSc Computer Science (Data structures & algorithms)

MSc Computer Science (Data structures & algorithms): Unit 01

Elementary concepts of list

MSc Computer Science (Data structures & algorithms): Unit 02

Stack

MSc Computer Science (Data structures & algorithms): Unit 03

Queue

MSc Computer Science (Data structures & algorithms): Unit 04

Tree

MSc Computer Science (Data structures & algorithms): Unit 05

Graph

MSc Computer Science (Data structures & algorithms): Unit 06

Space and time complexity analysis

MSc Computer Science (Data structures & algorithms): Unit 07

Bubble sort

MSc Computer Science (Data structures & algorithms): Unit 08

Insertion sort

MSc Computer Science (Data structures & algorithms): Unit 09

Selection sort

MSc Computer Science (Data structures & algorithms): Unit 10

Merge sort

MSc Computer Science (Data structures & algorithms): Unit 11

Quick sort

MSc Computer Science (Data structures & algorithms): Unit 12

Linear search

MSc Computer Science (Data structures & algorithms): Unit 13

Binary search

MSc Computer Science (Database management system)

MSc Computer Science (Database management system): Unit 01

Basic concepts

MSc Computer Science (Database management system): Unit 02

Attributes

MSc Computer Science (Database management system): Unit 03

Entity and relationships

MSc Computer Science (Database management system): Unit 04

ER diagram

MSc Computer Science (Database management system): Unit 05

Database decomposition and normalization

MSc Computer Science (Database management system): Unit 06

Database constraints

MSc Computer Science (Database management system): Unit 07

Relational algebra

MSc Computer Science (Database management system): Unit 08

SQL

MSc Computer Science (Digital logic and computer architecture)

MSc Computer Science (Digital logic and computer architecture): Unit 01

Number system

MSc Computer Science (Digital logic and computer architecture): Unit 02

Data representation

MSc Computer Science (Digital logic and computer architecture): Unit 03

Complements

MSc Computer Science (Digital logic and computer architecture): Unit 04

Computer arithmetic

MSc Computer Science (Digital logic and computer architecture): Unit 05

Logic gates

MSc Computer Science (Digital logic and computer architecture): Unit 06

Combinational and sequential circuits

MSc Computer Science (Digital logic and computer architecture): Unit 07

Computer organization

MSc Computer Science (Digital logic and computer architecture): Unit 08

Instruction formats and addressing modes

MSc Computer Science (Digital logic and computer architecture): Unit 09

Memory organization and I/O interfaces

MSc Computer Science (Computer networks)

MSc Computer Science (Computer networks): Unit 01

Introduction to computer networks

MSc Computer Science (Computer networks): Unit 02

Transmission media

MSc Computer Science (Computer networks): Unit 03

Transmission modes

MSc Computer Science (Computer networks): Unit 04

LAN

MSc Computer Science (Computer networks): Unit 05

MAN

MSc Computer Science (Computer networks): Unit 06

WAN

MSc Computer Science (Computer networks): Unit 07

Network topologies

MSc Computer Science (Computer networks): Unit 08

Basic concept of MAC and IP address

MSc Computer Science (Computer networks): Unit 09

OSI and TCP/IP reference models

MSc Computer Science (Operating system)

MSc Computer Science (Operating system): Unit 01

Overview of OS

MSc Computer Science (Operating system): Unit 02

Functionalities and characteristics of OS

MSc Computer Science (Operating system): Unit 03

Process and process states

MSc Computer Science (Operating system): Unit 04

Threads

MSc Computer Science (Operating system): Unit 05

CPU scheduling and algorithms

MSc Computer Science (Operating system): Unit 06

Memory management

MSc Computer Science (Operating system): Unit 07

Memory allocation strategies

MSc Computer Science (Operating system): Unit 08

Virtual memory concepts

MSc Computer Science (Operating system): Unit 09

Paging and segmentation

SAUET L.L.M Syllabus

General knowledge (10+2 level)

Political science (10+2 level)

Geography (10+2 level)

General science (10+2 level)

Civics (10+2 level)

Legal methods of law (LLB level)

Legal methods of law (LLB level): Unit 01

Jurisprudence

Legal methods of law (LLB level): Unit 02

Analytical school of law

Legal methods of law (LLB level): Unit 03

Pure theory of law

Legal methods of law (LLB level): Unit 04

Sociological jurisprudence

Legal methods of law (LLB level): Unit 05

Legal personality and legal rights

Legal methods of law (LLB level): Unit 06

Ownership

Legal methods of law (LLB level): Unit 07

Possession and rule of law

Public international law (LLB level)

Public international law (LLB level): Unit 01

Sources of international law

Public international law (LLB level): Unit 02

Relation of international law and municipal law

Public international law (LLB level): Unit 03

Principles of international law

Public international law (LLB level): Unit 04

The law of international organizations

International trade law (LLB level)

International trade law (LLB level): Unit 01

International humanitarian law

International trade law (LLB level): Unit 02

Intellectual property law

International trade law (LLB level): Unit 03

International environment law

International trade law (LLB level): Unit 04

International human rights law

Other University Exams

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SAUET 2026 Admit Card

The SAUET 2026 admit card was issued on April 20. Candidates who have successfully submitted the application will be able to download the SAUET admit card 2026 from its official website at sau.int. The SAUET admit card contains key details such as the candidate's name, signature, photograph, date and time of the examination, address of the exam centre, and exam guidelines. On the day of the entrance test, candidates must bring their SAUET admit card 2026 and a valid ID proof with them to the exam centre.

SAUET 2026 Result

The South Asian University will announce the SAUET 2026 result between May 19 to 23. The SAU entrance exam 2026 result link will be activated on its official website. The SAU result 2026 will be published in the form of a merit list containing the names of candidates who have passed the entrance test. The result of SAUET 2026 includes various details like the candidate's name, name of the programme, rank, application ID and country.

Candidates who have qualified for the entrance test are invited to appear in the South Asian University counselling 2026. If two or more candidates have scored equal marks in the total score of Section A, then it is considered a tie, and the candidate with higher marks in Section B will be given preference. In case there is a tie in the total score of Section B, then the candidate with higher marks in Section A will be offered preference. In case a tie still persists, then the candidate's age will be taken into consideration, and the elder candidate will be given preference.

Documents Required at SAUET 2026 counselling

South Asian University Entrance Test 2026

Class 10th Marksheet

Marksheet of qualifying examiantion

Class 12th Marksheet

Valid photo ID card

Passport sized coloured photographs

General Information

Contact Number:

011-35656600 + 3 more

Relevant Links:

Official Website Link Click Here, + 5 more

GNA University MA Admission 2026

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Manipal Online M.A. Admissions

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Frequently Asked Questions (FAQs)

Q: When will the SAU 2026 result be out?

The SAU entrance result 2026 will be declared between May 19 to 23.

Q: What is the mode of South Asian University exam 2026?

The SAU entrance exam was held in computer-based mode.

Q: From where can candidates download the SAU admit card 2026?

Candidates were able to download the hall ticket of SAU entrance test from the official website of South Asian University at sau.int.

Q: When will the South Asian University application form 2026 be released?

The South Asian University released the SAUET application form on February 25, 2026.

Q: When is the last date to apply for SAUET exam 2026?

The deadline to register for the SAUET exam was April 10, 2026

Q: What is SAUET admit card date 2026?

The South Asian University released the SAUET 2026 admit card on April 21.

Q: What is the syllabus for SAUET 2026?

The SAUET 2026 syllabus contains language and literature, economics, legal studies, sociology, international relations, mathematics and computer science.

Q: What is the application fee of SAU entrance test 2026?

Candidates have to pay a SAUET 2026 application fee of Rs. 740 in order to fill the application form.

Q: How can I check my SAU entrance result 2026?

To check SAUET result, candidates are required to login to the official website and enter the login details on the login window.

Q: What type of questions will be asked in the South Asian University test 2026?

The question paper of SAUET exam consists of only multiple-choice questions.

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Questions related to SAUET

On Question asked by student community

Have a question related to SAUET ?

sauet ma international relation previous year questions

Hello,

You can find previous year question papers on the official website :-

1. https://sau.int/wp-content/uploads/2023/01/mir.pdf

Or you can also find them on careers360 :-

https://www.careers360.com/question-previous-year-question-papers-of-south-asian-university-for-ma-international-relations

Hope it helps !

Read Complete Answer

Prachi Kumari

17 Sep'24

how many seats there are available for llm in international law at South Asian University ? whats about its course fee

Hello Aspirant ,

South Asian University (SAU ) have a total of 30 seats or the course of LLM course , LLM is a full time 2 years course in SAU and the total fees will be around 1.5 lakh rupees which converts to around 75 thousand rupees per year

Read Complete Answer

piyush singh

30 Mar'22

does south asian university provide b.ed?

Hello aspirant,

Hope you are doing great...!!

Yes, South Asian University, New Delhi provides B. Ed. Faculty is extremely useful and profoundly qualified additionally have an awesome order of their subjects. They are exceptionally customary in giving talks and taking labs. The review material they give is extremely successful and

Read Complete Answer

Rajni

23 Feb'22