Sant Girdhar College-image

B-SC in Mathematics at Saint Girdhar College

Saint Girdhar College, located in Vidisha, Madhya Pradesh, is a notable institution established in 2008 and affiliated with Barkatullah University, Bhopal. It offers a diverse range of undergraduate programs including B.A., B.Sc., B.Com, B.Ed, and D.El.Ed, focusing on holistic academic development and educational excellence.

READ MORE
location

Vidisha, Madhya Pradesh

Compare colleges

About the Specialization

What is Mathematics at Saint Girdhar College Vidisha?

This B.Sc Mathematics program at Saint Girdhar College focuses on developing a strong foundational and advanced understanding of mathematical principles and their applications. With a curriculum aligned with the National Education Policy (NEP) 2020 by Barkatullah University, the program emphasizes analytical thinking, problem-solving, and computational skills. It aims to prepare students for diverse roles in academia, research, and data-driven industries, meeting the growing demand for mathematical expertise in the Indian market.

Who Should Apply?

This program is ideal for fresh graduates who have completed their 10+2 with Mathematics and possess a keen interest in logical reasoning and abstract concepts. It also suits individuals aspiring for careers in data science, actuarial science, finance, or higher studies in pure or applied mathematics. Students with a strong aptitude for quantitative analysis and critical thinking will find this specialization particularly rewarding.

Why Choose This Course?

Graduates of this program can expect to pursue various India-specific career paths, including data analyst, statistician, research assistant, actuary, or educator. Entry-level salaries typically range from INR 2.5 Lakhs to 4.5 Lakhs annually, with significant growth potential up to INR 8-12 Lakhs for experienced professionals in analytics and finance. The program also provides a solid foundation for competitive exams and pursuing M.Sc or Ph.D. in mathematics.

Student Success Practices

Foundation Stage

Strengthen Core Concepts and Problem Solving- (Semester 1-2)

Dedicate time daily to understand fundamental mathematical theories from Differential Equations and Integral Transforms. Actively solve a variety of problems from textbooks and previous year question papers. Focus on building strong conceptual clarity, which is crucial for advanced topics.

Tools & Resources

NCERT textbooks (for revision), R.D. Sharma (for practice), Khan Academy (for video lectures), Peer study groups

Career Connection

A strong foundation in these areas is essential for all quantitative roles, from data analysis to research, ensuring you can tackle complex problems in future careers.

Master Practical Software Tools- (Semester 1-2)

Actively engage in practical sessions for Differential Equations and Integral Transforms, utilizing software like Scilab or MATLAB. Learn to implement mathematical concepts computationally, which is a highly valued skill in modern data-driven industries. Practice coding simple mathematical problems.

Tools & Resources

Scilab/MATLAB software, Online tutorials for mathematical software, University computer labs

Career Connection

Proficiency in mathematical software directly enhances employability in analytical roles and prepares you for industry-standard tools used in finance, engineering, and data science.

Develop Effective Study Habits and Time Management- (Semester 1-2)

Establish a consistent study schedule, allocating specific time slots for theory, problem-solving, and practicals. Learn to prioritize tasks and avoid procrastination. Regular revisions and self-assessment are key to retaining complex mathematical concepts.

Tools & Resources

Study planners/apps, Time management techniques (e.g., Pomodoro), Mock tests

Career Connection

Good study habits foster discipline and efficiency, traits highly sought after in any professional environment, leading to better academic performance and future job readiness.

Intermediate Stage

Apply Abstract Concepts to Real-world Problems- (Semester 3-4)

While studying Linear Algebra, Vector Calculus, and Real Analysis, seek out applications in physics, engineering, or economics. Try to model simple real-world scenarios using these mathematical tools. Participate in college-level math competitions or problem-solving clubs to enhance application skills.

Tools & Resources

NPTEL courses on applied mathematics, Books on mathematical modeling, College math clubs

Career Connection

Translating abstract mathematical knowledge into practical solutions is a critical skill for roles in scientific research, engineering, and data interpretation, making you a versatile candidate.

Explore Elective Areas and Skill Specialization- (Semester 3-4)

Begin exploring potential specialization areas like Numerical Analysis or Operations Research by taking relevant open electives or online courses. Start building a portfolio of projects, even small ones, that showcase your analytical and problem-solving capabilities in these domains. Attend workshops or webinars on emerging mathematical fields.

Tools & Resources

Coursera/edX for specialized courses, GeeksforGeeks for coding problems, LinkedIn Learning for software skills

Career Connection

Early specialization allows you to develop in-demand skills, making you more competitive for internships and entry-level positions in specific fields like quantitative finance or scientific computing.

Network with Peers and Faculty- (Semester 3-4)

Actively participate in departmental seminars, guest lectures, and student forums. Engage in discussions with faculty members about research interests and career guidance. Collaborate with peers on assignments and projects to foster a collaborative learning environment and build your professional network.

Tools & Resources

Departmental events, Faculty office hours, Professional networking platforms

Career Connection

Networking opens doors to mentorship, research opportunities, and potential job referrals within your academic and professional circles, critical for career advancement in India.

Advanced Stage

Undertake Research Projects and Internships- (Semester 5-6)

Actively seek and complete a research project or internship, preferably with a faculty member or a local industry partner in areas like data analytics, actuarial science, or financial modeling. This provides invaluable hands-on experience and strengthens your resume for higher education or job applications.

Tools & Resources

University career services, Faculty contacts for research opportunities, Internship platforms like Internshala

Career Connection

Practical experience through internships and projects is often a prerequisite for entry into good companies in India and demonstrates your ability to apply theoretical knowledge.

Prepare for Higher Studies or Placements Strategically- (Semester 5-6)

If aiming for M.Sc or Ph.D., start preparing for competitive exams like JAM or other university entrance tests. For placements, focus on developing strong communication skills, practice aptitude tests, and prepare for technical interviews. Tailor your resume and cover letter to specific job roles.

Tools & Resources

Online test series for JAM/entrance exams, Placement training workshops, Mock interview sessions, Resume builders

Career Connection

Proactive preparation for post-graduation plans ensures a smooth transition, maximizing your chances of securing admissions to prestigious institutions or landing a desirable job role.

Build a Professional Portfolio and Online Presence- (Semester 5-6)

Compile your best projects, research papers, and code snippets (especially for numerical methods) into an online portfolio. Create a professional LinkedIn profile, highlighting your skills and achievements. Regularly update your profile with new learning and experiences.

Tools & Resources

GitHub for coding projects, Personal website/blog, LinkedIn

Career Connection

An online professional presence showcases your capabilities to potential employers and academic institutions, significantly enhancing your visibility and career opportunities in the competitive Indian job market.

Program Structure and Curriculum

Eligibility:

  • 10+2 (Higher Secondary Examination) pass with Mathematics as a subject in the Science stream, from a recognized board.

Duration: 3 years / 6 semesters (Standard B.Sc Degree)

Credits: Credits not specified

Assessment: Internal: 30%, External: 70%

Semester-wise Curriculum Table

Semester 1

Subject CodeSubject NameSubject TypeCreditsKey Topics
BMAMJ-101TDifferential Equations (Major)Core4Ordinary Differential Equations of First Order, Exact Differential Equations, Linear Differential Equations of First Order, Higher Order Linear Differential Equations, Cauchy-Euler Equation
BMAMJ-101PDifferential Equations (Practical)Lab2Plotting solutions of ODEs, Solving ODEs using mathematical software (e.g., Scilab, MATLAB), Numerical methods for first-order ODEs, Graphical representation of solutions
HIN-FC-101Hindi LanguageFoundation Course2General Hindi Grammar, Prose and Poetry, Letter Writing, Translation, Indian Culture and Literature
ENG-FC-102English LanguageFoundation Course2Basic English Grammar, Reading Comprehension, Communication Skills, Essay Writing, Vocabulary Building
Skill Enhancement Course (SEC-1) - e.g., Digital FluencySkill Enhancement2Introduction to Computers, Operating Systems, Internet and Web Browsers, Cyber Security Basics, Productivity Tools (MS Office)
Vocational Course (VC-1) - e.g., Data Entry OperationsVocational2Data Entry Techniques, Keyboard Skills, Data Management Software, Accuracy and Speed Enhancement, Basic Office Procedures

Semester 2

Subject CodeSubject NameSubject TypeCreditsKey Topics
BMAMJ-201TIntegral Transforms and Differential Equation (Major)Core4Laplace Transform, Inverse Laplace Transform and Applications, Fourier Series, Fourier Transforms, Partial Differential Equations of First Order
BMAMJ-201PIntegral Transforms and Differential Equation (Practical)Lab2Solving problems using integral transforms, Computation of Fourier series, Graphical representation of Fourier series, Applications of PDEs, Software implementation of transforms
EVS-FC-201Environmental StudiesFoundation Course2Ecology and Ecosystems, Biodiversity and Conservation, Environmental Pollution, Natural Resources, Climate Change and Sustainable Development
VC-201Yoga and Meditation / Indian CultureFoundation Course2Introduction to Yoga, Asanas and Pranayama, Meditation Techniques, Principles of Indian Culture, Traditional Indian Values
Skill Enhancement Course (SEC-2) - e.g., Web DesigningSkill Enhancement2HTML Fundamentals, CSS Styling, Introduction to JavaScript, Responsive Design Principles, Web Page Layout
Vocational Course (VC-2) - e.g., DTP (Desktop Publishing)Vocational2Introduction to DTP, Page Layout Software (e.g., CorelDraw, PageMaker), Typography and Design Principles, Image Editing Basics, Creating Brochures and Posters

Semester 3

Subject CodeSubject NameSubject TypeCreditsKey Topics
BMAMJ-301TLinear Algebra and Vector Calculus (Major)Core4Vector Spaces and Subspaces, Basis and Dimension, Linear Transformations, Eigenvalues and Eigenvectors, Vector Differentiation and Integration
BMAMJ-301PLinear Algebra and Vector Calculus (Practical)Lab2Matrix operations and properties, Computation of eigenvalues and eigenvectors, Vector field plots using software, Line and surface integrals using computational tools, Linear transformation visualization
Skill Enhancement Course (SEC-3)Skill Enhancement2
Vocational Course (VC-3)Vocational2

Semester 4

Subject CodeSubject NameSubject TypeCreditsKey Topics
BMAMJ-401TReal Analysis (Major)Core4Real Number System, Sequences and Series of Real Numbers, Continuity and Differentiability, Riemann Integral, Uniform Convergence
BMAMJ-401PReal Analysis (Practical)Lab2Plotting sequences and series, Testing convergence of series using software, Graphical representation of continuous and discontinuous functions, Approximation techniques for integrals, Properties of real valued functions
Skill Enhancement Course (SEC-4)Skill Enhancement2
Vocational Course (VC-4)Vocational2

Semester 5

Subject CodeSubject NameSubject TypeCreditsKey Topics
BMAMJ-501TAbstract Algebra (Major)Core4Groups and Subgroups, Normal Subgroups and Quotient Groups, Homomorphisms and Isomorphisms, Rings, Integral Domains, and Fields, Polynomial Rings
BMAMJ-501PAbstract Algebra (Practical)Lab2Exploring group structures and properties, Generating examples of rings and fields, Permutation groups and their applications, Verification of algebraic theorems using computational tools, Working with modular arithmetic
BMAMJ-DSE-501TDiscipline Specific Elective (DSE-1) - e.g., Numerical AnalysisElective4Error Analysis, Solution of Algebraic and Transcendental Equations, Interpolation and Curve Fitting, Numerical Differentiation and Integration, Numerical Solution of Ordinary Differential Equations
BMAMJ-DSE-501PDiscipline Specific Elective (DSE-1) - Numerical Analysis (Practical)Lab2Implementing numerical methods in software (e.g., Scilab, Python), Error estimation and convergence analysis, Solving equations numerically, Applying interpolation techniques, Numerical solution of ODEs
Open Elective (OE-1)Elective3
Project/Internship/Community EngagementProject4

Semester 6

Subject CodeSubject NameSubject TypeCreditsKey Topics
BMAMJ-601TComplex Analysis (Major)Core4Complex Numbers and Functions, Analytic Functions and Cauchy-Riemann Equations, Complex Integration, Cauchy''''s Integral Theorem and Formula, Series Expansion and Residue Theorem
BMAMJ-601PComplex Analysis (Practical)Lab2Plotting complex functions and visualizing transformations, Conformal mappings, Contour integration using computational tools, Calculating residues and applying residue theorem, Exploring properties of analytic functions
BMAMJ-DSE-601TDiscipline Specific Elective (DSE-2) - e.g., Operations ResearchElective4Linear Programming Problems (LPP), Simplex Method and Duality, Transportation Problem, Assignment Problem, Game Theory
BMAMJ-DSE-601PDiscipline Specific Elective (DSE-2) - Operations Research (Practical)Lab2Solving LPP graphically and using software, Applying Simplex method, Solving transportation and assignment problems, Network analysis and project management techniques, Decision making under uncertainty
Open Elective (OE-2)Elective3
Project/Internship/Community EngagementProject4
whatsapp

Chat with us