机读格式显示(MARC)
- 010 __ |a 978-7-5100-6139-4 |d CNY129.00
- 100 __ |a 20140304e2013 em y0chiy50 ba
- 200 1_ |a Martingale methods in financial modelling |A Martingale Methods In Financial Modelling |f Marek Musiela, Marek Rutkowski
- 210 __ |a 北京 |c 世界图书出版公司北京公司 |d 2013.10
- 215 __ |a xix, 715页 |d 23cm
- 225 2_ |a 数学与金融经典 |A Shu Xue Yu Jin Rong Jing Dian |e 影印版
- 314 __ |a 责任者Musiela规范汉译姓: 慕斯勒 ; 责任者Rutkowski规范汉译姓: 卢特考斯基
- 320 __ |a 有书目 (第657-705页) 和索引
- 330 __ |a Let us stress that we have only taken out few sections that, in our opinion, were of marginal importance for the understanding of the fundamental principles of financial modelling of arbitrage valuation of derivatives. In view of the abundance of new results in the area, it would be in any case unimaginable to cover all existing approaches to pricing and hedging financial derivatives (not to mention allimportantresults) in a single book, no matter how voluminous it were. Hence, several intensively studied areas, such as: mean-variance hedging, utility-based pricing, entropybased approach, financial models with frictions (e.g., short-selling constraints, bidask spreads, transaction costs, etc.) either remain unmentioned in this text, or are presented very succinctly. Although the issue of market incompleteness is not totally neglected,it is examined primarily in the framework of models of stochastic (oruncertain) volatility. Luckily enough, the afore-mentioned approaches and results are covered exhaustively in several excellent monographs written in recent years by our distinguished colleagues, and thus it is our pleasure to be able to refer the interested reader to these texts.
- 410 _0 |1 2001 |a 数学与金融经典
- 510 1_ |a 金融模型中的鞅方法 |z eng
- 606 0_ |a 金融学 |A Jin Rong Xue |x 鞅 |x 数学模型 |x 研究 |x 英文
- 701 _1 |a 慕斯勒 |A Mu Si Le |g (Musiela, Marek) |4 著
- 701 _1 |a 卢特考斯基 |A Lu Te Kao Si Ji |g (Rutkowski, Marek) |4 著
- 801 _0 |a CN |b WXCSXY |c 20141225
- 905 __ |a WXCSXY |d F830/1147