Differential Geometry Mathematics B.Sc. 5th Sem. Kanha

        Differential Geometry (B.Sc. 5th Semester) 

•   Content Highlights: 
• 1.   Introduction to Differential Geometry:   Fundamental concepts and historical background.

2. **Curves and Surfaces:** Detailed analysis of curves, surfaces, and their properties.
3. **Geodesics:** Examination of geodesics and their significance in differential geometry.
4. **Theorems and Proofs:** Comprehensive coverage of key theorems with detailed proofs.
5. **Applications:** Practical applications of differential geometry in various fields of science and engineering.

Key Features:
–       Expert Authorship:  Contributions from experienced authors from prestigious colleges ensure high-quality content.
–  Clear Explanations:  Simplified presentation of complex mathematical theories and concepts for better understanding.
–  Examples and Problems:  Numerous examples and fully solved problems to aid comprehension.
–  Exercises and Review Questions:  Varied exercises and questions for self-assessment and exam          preparation.
–  Comprehensive Coverage:  Thorough coverage of fundamental and advanced topics in differential geometry, aligned with the NEP-2020 curriculum.

Why This Book?
– **Educational Value:** Designed specifically for B.Sc. 5th Semester students, adhering to the latest curriculum.
– **Accessible Format:** A concise book with 145 pages, making it easy to navigate and study.
– **Affordable Price:** Reasonably priced at Rs. 160.00, making it accessible to students.
– **Up-to-date Edition:** Latest 2024 edition, ensuring the most current information and insights.

Equip yourself with this essential textbook to master the principles of Differential Geometry and excel in your mathematics studies.

Short Description (Point-wis

        Features: 
– Clear explanations of differential geometry concepts
– Numerous solved problems and examples
– Exercises and review questions for exam preparation
– Contributions from expert authors

An essential resource for B.Sc. 5th Semester students aiming to excel in Differential Geometry, aligned with NEP-2020 policy.