Topics in Critical Point Theory (English, Kanishka Perera | Martin Schechter)-41% OFF
Cambridge University Press

Topics in Critical Point Theory (English, Kanishka Perera | Martin Schechter)

4,5227,632Save 41%

Inclusive of all applicable taxes. FREE shipping on all orders.

Quantity:
1
Free DeliveryOn every order
15-Day ReturnEasy returns
Verified ListingQuality-checked

Available Offers

  • 🚚Free DeliveryFree shipping on all orders
  • 💵Cash on DeliveryPay when your order arrives
  • ↩️15-Day Easy ReturnsHassle-free return policy
  • 🔒Cash on DeliveryPay safely when your order arrives

Check Delivery

Book Details

ISBN-139781107029668
ISBN-10110702966X

Product Description

About the Book

This book introduces the reader to powerful methods of critical point theory and details successful contemporary approaches to many problems, some of which had proved resistant to attack by older methods. Topics covered include Morse theory, critical groups, the minimax principle, various notions of linking, jumping nonlinearities and the Fučík spectrum in an abstract setting, sandwich pairs and the cohomological index. Applications to semilinear…

ISBN: 9781107029668

Frequently Asked Questions

What is the price of Topics in Critical Point Theory?
Topics in Critical Point Theory is available at ₹4,522 on BookShops.in.
Does BookShops.in offer free delivery for Topics in Critical Point Theory?
FREE delivery on all orders for Topics in Critical Point Theory.
Is Cash on Delivery available for Topics in Critical Point Theory?
Yes, Cash on Delivery (COD) is available for Topics in Critical Point Theory on BookShops.in. Pay when your order arrives.
What is the return policy for Topics in Critical Point Theory?
BookShops.in offers a 15-day hassle-free return policy for Topics in Critical Point Theory. Contact us at support@bookshops.in or call +91 81899 68108.
Is Topics in Critical Point Theory authentic?
Topics in Critical Point Theory is listed on BookShops.in after verification of product details including ISBN, title, and availability information.