Asymptotic cones and functions in optimization and vibrational inequalities
Nonlinear applied analysis and in particular the related fields of continuous optimization and variational inequality problems have gone through major developments over the last three decades and have reached maturity. A pivotal role in these developments has been played by convex analysis, a rich area covering a broad range of problems in mathematical sciences and its applications. Separation of convex sets and the Legendre–Fenchel conjugate transforms are fundamental notions that have laid the ground for these fruitful developments.
جهت استعلام قیمت و سفارش چاپ این محصول لطفا با انتشارات گنج حضور تماس حاصل فرمایید