Quantum Calculus (Universitext) by Victor Kac (Author), Pokman Cheung (Author)
- Publisher: INTERNATIONAL BOOKS
- Availability: In Stock
- SKU: 46980 R1 0680
- Number of Pages: 122
Rs.490.00
Rs.695.00
Tags: advanced calculus , Advanced Mathematics , best books , Best Price , Best Selling Books , calculus concepts , calculus textbook , difference equations , discrete calculus , higher mathematics , mathematical analysis , Mathematical Methods , mathematical research , Mathematical Structures , mathematics reference book , Pokman Cheung , q calculus , q calculus textbook , q derivative , q integral , q series , Quantum Calculus , quantum calculus book , quantum derivatives , quantum integrals , quantum mathematics , special functions , theoretical mathematics , Universitext , university calculus , university mathematics book , Victor Kac
📖 Title Name: Quantum Calculus (Universitext)
✍️ Authors: Victor Kac, Pokman Cheung
📦 Quality: White Paper Pakistan Print
🔹 Introduction:
Quantum Calculus by Victor Kac and Pokman Cheung introduces readers to the mathematical foundations of quantum calculus, also known as \(q\)-calculus. The book explores calculus concepts without relying on traditional limits, presenting important ideas, methods, and applications relevant to advanced mathematics. It is a valuable resource for university students, researchers, and readers interested in mathematical analysis and modern calculus.
🔑 Key Points:
-
Explores the fundamental concepts and principles of quantum calculus and \(q\)-calculus.
-
Explains mathematical techniques that extend and generalize classical calculus.
-
Covers important topics involving quantum derivatives, integrals, and related mathematical structures.
-
Provides a systematic approach to understanding advanced mathematical concepts and their applications.
-
Suitable for university students, mathematics researchers, and readers interested in advanced calculus.
🕌 Conclusion:
Quantum Calculus by Victor Kac and Pokman Cheung is a valuable mathematical resource for exploring the theory and techniques of \(q\)-calculus. Its focused approach makes it useful for students and researchers seeking a deeper understanding of advanced calculus and its mathematical applications.