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B-SC-HONS-MATHEMATICS in Mathematics at Shaheed Rajguru College of Applied Sciences for Women

Shaheed Rajguru College of Applied Sciences for Women is a premier institution located in Delhi, established in 1989 and affiliated with the University of Delhi. As a government-funded, women-centric college, it excels in applied sciences and management studies, offering 14 undergraduate programs. Recognized for its academic strength and commitment to empowering women, the college ensures a vibrant campus ecosystem.

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Delhi, Delhi

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About the Specialization

What is Mathematics at Shaheed Rajguru College of Applied Sciences for Women Delhi?

This B.Sc.(Hons.) Mathematics program at Shaheed Rajguru College of Applied Sciences for Women focuses on building a strong foundation in pure and applied mathematics, aligned with the latest National Education Policy (NEP) guidelines. The curriculum emphasizes analytical thinking, problem-solving skills, and a comprehensive understanding of mathematical concepts crucial for various Indian industries, including IT, finance, and research, meeting the growing demand for data-driven expertise.

Who Should Apply?

This program is ideal for young women fresh graduates from 10+2 with a strong aptitude for mathematics, seeking a rigorous academic journey. It also caters to those aiming for postgraduate studies in mathematics or related fields, and aspiring professionals who wish to enter analytical roles in the Indian corporate sector. Students with a keen interest in logical reasoning and abstract concepts will find this program highly rewarding.

Why Choose This Course?

Graduates of this program can expect diverse career paths in India, including data analyst, quantitative researcher, actuarial scientist, business intelligence developer, or educators. Entry-level salaries can range from INR 3-6 LPA, with significant growth potential to INR 10-15+ LPA for experienced professionals. The strong theoretical base also prepares students for competitive exams for civil services or further academic pursuits like M.Sc. and Ph.D.

OTHER SPECIALIZATIONS

Specialization

Student Success Practices

Foundation Stage

Build a Strong Conceptual Core- (Semester 1-2)

Focus intently on understanding fundamental concepts in Calculus, Algebra, and Real Analysis. Attend all lectures, actively participate in tutorials, and clarify doubts promptly. Consistent practice of problems is key to solidifying understanding.

Tools & Resources

NCERT textbooks for basics, NPTEL videos for deeper insights, Khan Academy, peer study groups

Career Connection

A robust mathematical foundation is crucial for advanced courses and forms the bedrock for any analytical or quantitative role, making students adaptable to various industry challenges.

Develop Problem-Solving Agility- (Semester 1-2)

Engage in regular problem-solving sessions beyond classroom assignments. Explore challenging problems from competitive math platforms and previous year question papers. Learn to break down complex problems into smaller, manageable steps.

Tools & Resources

Previous year DU question papers, books by well-known Indian authors for competitive math, Project Euler

Career Connection

Enhanced problem-solving skills are highly valued by employers in IT, finance, and research, enabling quicker and more effective solutions to real-world business problems.

Cultivate Scientific Communication- (Semester 1-2)

Practice articulating mathematical ideas clearly and concisely, both orally and in written form. Participate in discussions, present solutions in tutorials, and write clear explanations for assignments. This includes learning to use LaTeX for professional document creation.

Tools & Resources

LaTeX for typesetting mathematical documents, departmental seminars, peer review of written assignments

Career Connection

Effective communication of complex technical ideas is essential for collaboration in teams, report writing, and presenting findings in any professional setting.

Intermediate Stage

Explore Applied Mathematics through Projects- (Semester 3-5)

Actively seek out opportunities for mini-projects or research internships in areas like Differential Equations, Numerical Methods, or Probability and Statistics. Apply theoretical knowledge to practical problems, perhaps using programming.

Tools & Resources

Python/R for data analysis, MATLAB for numerical methods, academic mentors, college research labs

Career Connection

Practical application of mathematical concepts through projects demonstrates hands-on skills to potential employers, especially in data science, finance, and engineering sectors.

Network with Industry Professionals & Alumni- (Semester 3-5)

Attend webinars, workshops, and career fairs organized by the college or relevant professional bodies. Connect with alumni working in diverse fields to gain insights into industry trends and career pathways.

Tools & Resources

LinkedIn, college alumni networks, career guidance cells, professional society events (e.g., Indian Mathematical Society)

Career Connection

Networking opens doors to mentorship, internship opportunities, and valuable career advice, significantly enhancing job prospects and understanding of industry expectations.

Deepen Programming and Statistical Skills- (Semester 3-5)

Complement core mathematics studies with strong programming skills. Learn Python or R for statistical analysis and data manipulation. This is crucial for handling real-world datasets and implementing mathematical models.

Tools & Resources

Coursera, edX for Python/R courses, Hackerrank for coding practice, Kaggle for data science competitions

Career Connection

Proficiency in programming and statistics makes graduates highly competitive for roles in data analytics, machine learning, financial modeling, and scientific computing across various Indian industries.

Advanced Stage

Specialize and Undertake a Capstone Project- (Semester 6-8)

Choose Discipline Specific Electives (DSEs) strategically based on career aspirations (e.g., Actuarial Science, Financial Mathematics, Cryptography). Undertake a substantial research project, dissertation, or industry internship that integrates diverse mathematical concepts.

Tools & Resources

Advanced academic papers, industry reports, faculty advisors, industry partners for internships

Career Connection

A well-executed capstone project showcases expertise and problem-solving ability in a chosen niche, providing a significant advantage in placements and postgraduate applications.

Prepare for Higher Studies or Targeted Placements- (Semester 6-8)

For higher studies, prepare for entrance exams like JAM (Joint Admission Test for M.Sc.) or GATE (Graduate Aptitude Test in Engineering) if applicable to related fields. For placements, tailor your resume, practice aptitude tests, and hone interview skills.

Tools & Resources

Coaching institutes for competitive exams, online aptitude test platforms, mock interview sessions, career development workshops

Career Connection

Targeted preparation ensures smooth transitions, whether pursuing advanced degrees at top Indian institutions or securing coveted roles in finance, IT, or analytics.

Engage in Mentorship and Leadership Roles- (Semester 6-8)

Mentor junior students, take on leadership roles in college clubs or societies, and assist faculty in departmental activities. This develops soft skills, teamwork, and leadership qualities.

Tools & Resources

College student bodies, departmental committees, organizing academic events, peer mentorship programs

Career Connection

Leadership and mentoring experience are highly valued by employers, demonstrating initiative, communication, and interpersonal skills essential for professional growth in any Indian organization.

Program Structure and Curriculum

Eligibility:

  • No eligibility criteria specified

Duration: 4 years (8 semesters)

Credits: 160 Credits

Assessment: Internal: 25%, External: 75%

Semester-wise Curriculum Table

Semester 1

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSC-1CalculusCore4Limit and Continuity, Differentiation and its Applications, Riemann Integration, Fundamental Theorem of Calculus, Polar Coordinates
DSC-2AlgebraCore4Complex Numbers, Polynomial Equations, Matrices and Determinants, Vector Spaces, Linear Transformations
DSC-3Discrete MathematicsCore4Logic and Propositional Calculus, Set Theory and Relations, Counting Principles and Combinatorics, Graph Theory Fundamentals, Trees and Connectivity
GE-1Generic Elective - 1Elective (Interdisciplinary)4Topics depend on chosen elective from the official list.
AEC-1Environmental Science/StudiesAbility Enhancement Compulsory2Ecosystems and Biodiversity, Natural Resources and Conservation, Environmental Pollution, Global Environmental Issues, Sustainable Development
VAC-1Value Addition Course - 1Value Addition2Topics depend on chosen elective from the official list (e.g., Constitutional Values, Digital Empowerment).
SEC-1Skill Enhancement Course - 1Skill Enhancement2Topics depend on chosen elective from the official list (e.g., Yoga and Fitness, NSS, NCC).

Semester 2

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSC-4Differential EquationsCore4First Order Differential Equations, Higher Order Linear Differential Equations, Systems of Linear Differential Equations, Laplace Transforms, Series Solutions
DSC-5Real AnalysisCore4Real Number System, Sequences and Series, Limits and Continuity of Functions, Differentiation of Real Functions, Metric Spaces (Introduction)
DSC-6Probability and StatisticsCore4Probability Spaces and Axioms, Random Variables and Distributions, Mathematical Expectation, Correlation and Regression, Basic Statistical Inference
GE-2Generic Elective - 2Elective (Interdisciplinary)4Topics depend on chosen elective from the official list.
AEC-2Academic English/MIL (Modern Indian Language)Ability Enhancement Compulsory2Topics depend on chosen language and curriculum for academic communication.
VAC-2Value Addition Course - 2Value Addition2Topics depend on chosen elective from the official list.
SEC-2Skill Enhancement Course - 2Skill Enhancement2Topics depend on chosen elective from the official list.

Semester 3

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSC-7Theory of Real FunctionsCore4Riemann Integration Theory, Improper Integrals, Sequences and Series of Functions, Uniform Convergence, Power Series
DSC-8Group TheoryCore4Groups and Subgroups, Cyclic Groups, Permutation Groups, Normal Subgroups and Quotient Groups, Group Homomorphisms
DSC-9Multivariate CalculusCore4Functions of Several Variables, Limits and Continuity, Partial Derivatives, Multiple Integrals, Vector Calculus
GE-3Generic Elective - 3Elective (Interdisciplinary)4Topics depend on chosen elective from the official list.
SEC-3Skill Enhancement Course - 3Skill Enhancement2Topics depend on chosen elective from the official list.
VAC-3Value Addition Course - 3Value Addition2Topics depend on chosen elective from the official list.

Semester 4

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSC-10Metric Spaces and Complex AnalysisCore4Metric Spaces: Open/Closed Sets, Convergence, Complex Numbers and Functions, Analytic Functions, Cauchy-Riemann Equations, Conformal Mappings
DSC-11Ring Theory and Linear AlgebraCore4Rings and Subrings, Ideals and Quotient Rings, Integral Domains and Fields, Basis and Dimension of Vector Spaces, Linear Transformations and Matrices
DSC-12Numerical MethodsCore4Error Analysis, Solutions of Non-linear Equations, Interpolation, Numerical Differentiation and Integration, Numerical Solutions of ODEs
GE-4Generic Elective - 4Elective (Interdisciplinary)4Topics depend on chosen elective from the official list.
SEC-4Skill Enhancement Course - 4Skill Enhancement2Topics depend on chosen elective from the official list.
VAC-4Value Addition Course - 4Value Addition2Topics depend on chosen elective from the official list.

Semester 5

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSC-13Partial Differential EquationsCore4First Order Linear PDEs, Lagrange''''s Method, Charpit''''s Method, Second Order Linear PDEs, Wave and Heat Equations
DSC-14MechanicsCore4Statics and Virtual Work, Friction, Kinematics of Particles, Newton''''s Laws of Motion, Conservation Laws
DSE-1Discipline Specific Elective - 1Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Mathematical Modeling, Bio-Mathematics).
DSE-2Discipline Specific Elective - 2Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Advanced Algebra, Fluid Dynamics).

Semester 6

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSC-15Functional AnalysisCore4Normed Linear Spaces, Banach Spaces, Inner Product Spaces, Hilbert Spaces, Bounded Linear Operators
DSC-16Complex AnalysisCore4Complex Integration, Cauchy Integral Formula, Liouville''''s Theorem, Taylor and Laurent Series, Residue Theorem
DSE-3Discipline Specific Elective - 3Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Cryptography, Number Theory).
DSE-4Discipline Specific Elective - 4Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Operations Research, Differential Geometry).

Semester 7

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSE-5Discipline Specific Elective - 5Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Actuarial Mathematics, Stochastic Processes).
DSE-6Discipline Specific Elective - 6Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Financial Mathematics, Fuzzy Sets and Applications).
DSE-7Discipline Specific Elective - 7Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Wavelets, Probability Theory and Applications).
DSE-8Discipline Specific Elective - 8Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Difference Equations, Mathematical Ecology).

Semester 8

Subject CodeSubject NameSubject TypeCreditsKey Topics
DSE-9Discipline Specific Elective - 9Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Optimization Techniques, Statistical Learning).
DSE-10Discipline Specific Elective - 10Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Game Theory, Applied Statistics).
DSE-11Discipline Specific Elective - 11Elective (Discipline Specific)4Topics depend on chosen elective (e.g., Advanced Numerical Methods, Graph Theory and Applications).
PROJ-1Research Project / Dissertation / InternshipProject12Problem Identification and Literature Review, Methodology Design and Implementation, Data Analysis and Interpretation, Report Writing and Presentation, Practical Application of Mathematical Concepts
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