Admissions Open
Admissions Open
Mathematics is a subject that will always be universally appreciated and needed not just for academic reasons but also applied in different branches ranging from programming to engineering to probability and to problem-solving.
MM(DU) offers B.Sc. (Hons) in Mathematics, a three-year undergraduate program that stands out for its optimal balance between a defined sequence of study and flexible course options. What makes B.Sc. (Hons) in Mathematics of MMDU one of the preferred courses for Math-enthusiasts is the provision of hands-on training and practical sessions related to different topics which helps the students to understand mathematical principles and applications in real life or industry context.
Duration: 3 yrs.
The candidates should have passed Senior Secondary Certificate Examination (10+2) with Non-Medical Subject or an equivalent Examination with at least five subjects including English as one of the subject from a recognized Board/University shall be eligible to join the First semester of B.Sc. Mathematics (Hons.) course.
The aim of the course is to introduce the students with any mathematical software. The course consists formation and operations of matrices and its various applications .It consists of formations of different types of graphs and curves in calculus. Also, Different types of surface curves and 3D plotters are formed by using the software.
The aim of the course is to introduce the students with any differential equation software. The course includes the solution and plotting of different types of differential equations. The software solutions of first, second and third order differential equations with special type of models like growth model, decay model, lake pollution model will be explained.
This course will provide information about the basic empirical work in economics. Its particular topics will include basic data analysis, regression analysis testing and forecasting, students will be provided with the opportunity to use actual data to test.
It is a basic course on the study of real valued functions that would develop an analytical ability to have a more matured perspective of the key concepts of calculus, namely limits, continuity, differentiability and their applications.
The objective of the course is to introduce the fundamental theory of Groups and their homomorphisms. Symmetric groups and group of symmetries are also studied in detail.The course will enable the students to recognize the Mathematical objects that are groups, and classify them as abelian, cyclic and permutation groups, etc.
The main objective of this course is to teach students to form and solve partial differential equations and use them in solving some physical problems.
This course is to familiarize the students with the fundamental concepts of Partial Differential Equations (PDE) which will be used as background knowledge for the understanding of specialized courses in the field of Materials Science and Engineering.
This Lab Course will enable the students to understand the fundamentals of Latex and gain knowledge on using the preliminary constructs in solving simple applications.
The main objective of the course is to make students aware about need & features of Object oriented languages and to understand the concept of OOP as well as the purpose and usage principles of inheritance, polymorphism, encapsulation and method overloading
The main objective is to implement the simple programs using the various concepts of C++ Language and Identify classes, objects, members of a class and the relationships among them needed for a specific problem.
The main objective of this course is to develop in students an understanding of Mathematics as a deductive science and to develop in students the computational skills and Promote analytical and critical thinking.
The main objective of this course is to provide the students with the foundations of Numerical methods used in solving different problems in science technology.
The main objective of this course is to provide the students with the foundations of Software and familiar with programming with numerical packages which is used in mathematics.
The main objective of this course is to provide the students with the foundations of probabilistic and statistical tools mostly used in various applications in Engineering and technology.
The objective of this course is to introduce the fundamental theory of two objects, namely - rings and vector spaces, and their corresponding homomorphisms.
The main objective of this course is to provide an overview of a new language R used for data science.
The learning objectives of this course are to learn how to implement object oriented designs, to design and program stand alone java applications and to design a graphical user interface with java swing.To understand how to design GUI components with the Java Swing API.
The learning objectives of this course are to learn how to implement object oriented designs, to design and program stand alone java applications and to design a graphical user interface with java swing.To understand how to design GUI components with the Java Swing API.
This course aims to introduce the basic concept of counting principle, generating function, recurrence relation and theory of counting. At the end of course the students are able to understand the concepts of Permutations and Combinations and its application, Generating Function models, Recurrence relations.
It is a basic course on the study of real valued functions that would develop an analytical ability to have a more matured perspective of the key concepts of calculus, namely limits, continuity, differentiability and their applications.
The objective of the course is to introduce the fundamental theory of
Groups and their homomorphisms. Symmetric groups and group of symmetries are also studied in detail. The course will enable the students to recognize the Mathematical objects that are groups, and classify them as abelian, cyclic and permutation groups, etc.
The main objective of this course is to teach students to form and solve partial differential equations and use them in solving some physical problems.
This course is to familiarize the students with the fundamental concepts of Partial Differential Equations (PDE) which will be used as background knowledge for the understanding of specialized courses in the field of Materials Science and Engineering.
This Lab Course will enable the students to understand the fundamentals of Latex and gain knowledge on using the preliminary constructs in solving simple applications. |
The main objective of the course is to make students aware about need & features of Object oriented languages and to understand the concept of OOP as well as the purpose and usage principles of inheritance, polymorphism, encapsulation and method overloading |
The main objective is to implement the simple programs using the various concepts of C++ Language and Identify classes, objects, members of a class and the relationships among them needed for a specific problem.
The main objective of this course is to develop in students an understanding of Mathematics as a deductive science and to develop in students the computational skills and Promote analytical and critical thinking. |
It is a basic course on the study of real valued functions that would develop an analytical ability to have a more matured perspective of the key concepts of calculus, namely limits, continuity, differentiability and their applications.
The main objective of this course is to provide the students with the foundations of Numerical methods used in solving different problems in science & technology. |
The main objective of this course is to provide the students with the foundations of Software and familiar with programming with numerical packages which is used in mathematics. |
The main objective of this course is to provide the students with the foundations of probabilistic and statistical tools mostly used in various applications in Engineering and technology. |
The objective of this course is to introduce the fundamental theory of two objects, namely - rings and vector spaces, and their corresponding homomorphisms. |
The main objective of this course is to provide an overview of a new language R used for data science. |
The learning objectives of this course are to learn how to implement object oriented designs, to design and program stand alone java applications and to design a graphical user interface with java swing.:To understand how to design GUI components with the Java Swing API. |
The learning objectives of this course are to learn how to implement object oriented designs, to design and program stand alone java applications and to design a graphical user interface with java swing.:To understand how to design GUI components with the Java Swing API. |
This course aims to introduce the basic concept of counting principle, generating function, recurrence relation and theory of counting. At the end of course the students are able to understand the concepts of Permutations and Combinations and its application, Generating Function models, Recurrence relations. |
This course covers differential, integral and vector calculus for functions of more than one variable. These mathematical tools and methods are used extensively in the physical sciences, engineering, economics and computer graphics.
The main aim of the course is to introduce you to basic concepts from abstract algebra, especially the notion of a group. The course will help prepare you for further study in abstract algebra as well as familiarize you with tools essential in many other areas of mathematics. The other aim of this module is to provide the learner with the skills, knowledge and competencies to carry out their duties and responsibilities in an pure Mathematic environment.
The aim of this paper is to make the students familiar with Riemann integral theory and convergence of Improper integrals and sequences of functions.
The main objective is to define and interpret the concepts of divisibility, congruence, greatest common divisor, prime, and prime-factorization, law of Quadratic Reciprocity and other methods to classify numbers as primitive roots, quadratic residues, and quadratic non-residues.
The objectives of this course are to isolate the fundamental properties of distance and base all our deductions.
The aim of this course is to introduce the geometry of lines and conics in the Euclidean plane. Students can develop geometry with a degree of confidence and will gain fluency in the basics of Euclidean geometry. Eliminate parameters to identify curve defined by parametric equations.
The objective of this course is to introduce the fundamental ideas of the functions of complex variables and developing a clear understanding of the fundamental concepts of Complex Analysis such as analytic functions, complex integrals and a range of skills which will allow students to work effectively with the concepts.
Course Objective: Introduction to rings and basic properties of rings and their homomorphisms and ideals. This subject enables the students to acquire knowledge about various topics under ring theory and special classes of rings, vector spaces, subspaces bases, dimension and their properties. Moreover, from vector calculus, students can gain skills on linear transformation and ability to compute eigen values and eigen vectors of linear transformations, inner product spaces and determining orthogonality. To motivate the students to gain knowledge about adjoint of linear transformation and its canonical form.
This course presents the theory, application, and algorithms relevant to solving linear programming problems. The field of linear programming provides the appropriate methods for the efficient computation of optimal solutions of a problem which is modelled by a linear objective function and a set of linear constraints.
The aim of this course is to develop an understanding of the principles of statics and dynamics. To give knowledge of fundamentals of Mechanics, equation of static equilibrium & dynamic equilibrium of particles and rigid bodies. Discuss the motion on smooth and rough planes. Discuss general motion of rigid body, Kepler’s laws.
The aim of this paper is to make students familiar about the concepts of relation between roots and coefficients of polynomial equations. Also, to learn the methods for solving cubic and biquadratic polynomial equations and basics of Fuzzy sets.
This course will provide information about the concepts of curvature of a space curve, the fundamental theorem for plane curves, the curvature and torsion of space curves, the fundamental theorem for space curves, the concept of a parameterized surface with the help of examples, the idea of first fundamental form/metric of a surface. To get introduced to tensors.
| Course | Course Fee | |||
| Indian (INR) | International (USD) | |||
|
||||
| B.Sc. Mathematics (Hons.) |
|
- | ||
|
Note:
|
||||
| % Marks | Scholarship Criteria (% Tuition Fee Waiver) |
|---|---|
| 90% & above | 100% |
| 80 to 89.99% | 40% |
| 70 to 79.99% | 30% |
| 60 to 69.99% | 20% |
The aim of the course is to introduce the students with any mathematical software. The course consists formation and operations of matrices and its various applications .It consists of formations of different types of graphs and curves in calculus. Also, Different types of surface curves and 3D plotters are formed by using the software.
The aim of the course is to introduce the students with any differential equation software. The course includes the solution and plotting of different types of differential equations. The software solutions of first, second and third order differential equations with special type of models like growth model, decay model, lake pollution model will be explained.
This course will provide information about the basic empirical work in economics. Its particular topics will include basic data analysis, regression analysis testing and forecasting, students will be provided with the opportunity to use actual data to test.
B.Sc. Math (Hons.) degree course serves as a reason for further studies in this discipline, for example, M.Sc., M.Phil., and Ph.D. Degree program in Mathematics. B.Sc. Math (Hons.) lays the foundation of a strong career and work prospects in the field of accounting, banking and statistics or pursue post-graduation in Mathematics, Statistics, Applied Mathematics, Astronomy, Actuarial Science, MCA/MBA/CA/CS and in some more fields.
Duration: 3 yrs.
The candidates should have passed Senior Secondary Certificate Examination (10+2) with Non-Medical Subject or an equivalent Examination with at least five subjects including English as one of the subject from a recognized Board/University shall be eligible to join the First semester of B.Sc. Mathematics (Hons.) course.
| Course | Course Fee | |||
| Indian (INR) | International (USD) | |||
|
||||
| B.Sc. Mathematics (Hons.) |
|
- | ||
|
Note:
|
||||