Differential Equations and Calculus of Variations
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Differential Equations and Calculus of Variations

14
SKU: 9788123922041

Original price was: ₹395.00.Current price is: ₹296.25.

Master differential equations and calculus of variations with this comprehensive guide. Explore series solutions, Laplace transforms, Charpit’s, and Monge’s methods. Delve into integral problems, Euler’s method, Rayleigh-Ritz, and Kantorovich methods. Perfect for undergraduate math, physics, and engineering students, with solved examples and applications. ISBN: 9788123922041

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Description

  • ISBN-13: 9788123922041
  • Publisher: CBS Publishers & Distributors
  • Binding: Paperback
  • Language: English
  • Weight: 739.35 gr
  • ISBN-10: 8123922043
  • Publisher Date: 2013-01-31
  • Height: 25.908 mm
  • No of Pages: 587
  • Width: 151.9 mm

Additional information

Weight 0.5 kg

14 reviews for Differential Equations and Calculus of Variations

  1. Yogesh Kataria –

    The calculus of variations part was excellent! But, the differential equations section felt a bit basic for me. Overall, a useful book.

  2. Lakshita Khurana –

    I found the solved examples very helpful. However, some explanations were unclear and assumed prior knowledge. Still, a worthwhile purchase.

  3. Ram Nikunj Sharma –

    Great for engineering students! The applications were relevant and practical. Could use more exercises though.

  4. Simran Koli –

    I loved it. very helpful and simple to learn from.

  5. Anjali P V –

    The book has both good things and bad things, it is neither perfect nor bad.

  6. Debadrita Sarkar –

    A decent resource for differential equations. Some concepts are well-explained, but others feel rushed. Good for a quick review, but not for in-depth learning.

  7. Sarthak Arora –

    I struggled with some of the more advanced topics. A bit challenging if you don’t have a strong math background. Worth the challenge, though!

  8. Tushar Choudhary –

    It’s okay. Not the best, not the worst. It does the job of teaching you differential equations, but nothing extraordinary

  9. Kriti Malhotra –

    The examples really helped solidify my understanding. The book covers a lot, but some sections felt a bit dense and difficult to get through.

  10. Somala Sri Harsha –

    The book’s coverage of Euler’s method was particularly strong. However, the organization could be improved. A solid effort overall.

  11. Tushar Nandani –

    This is a comprehensive resource that helped me greatly with my differential equations course. The explanations were clear and the examples were well-chosen.

  12. Anukaran Sahu –

    Pretty good book. Could be more detailed in some sections though.

  13. Aayush Sharma –

    Good overview of both differential equations and calculus of variations. I just wished for more real-world applications.

  14. Niharika Motwani –

    This book covers a lot of ground, but sometimes lacks depth. Good for an overview, but not for mastering the subject.

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