"Over the past two decades, the mathematically complex models of finance theory have had a direct and wide-ranging influence on finance practice. Nowhere is this conjoining of intrinsic intellectual interest with extrinsic application better exemplified than in derivative-security pricing. The backgrounds of the authors of Options, Futures and Exotic Derivatives fit perfectly this pattern of combining theory and practice and so does their book.
Since the publication of the first edition, lentivirus vector-based technologies, through in vitro and in vivo gene transfer in eukaryotic animal cells, continue to offer the most promising opportunities for curing genetic disorders, as well as cancer and infectious diseases. Lentivirus Gene Engineering Protocols, Second Edition reflects the spectacular progress made in the field with a set of cutting-edge methods contributed by highly respected scientists.
On Apologising in Negative and Positive Politeness Cultures
This book investigates how speakers of English, Polish and Russian deal with offensive situations. It reveals culture-specific perceptions of what counts as an apology and what constitutes politeness. It offers a critical discussion of Brown and Levinson's theory and provides counterevidence to the correlation between indirectness and politeness underlying their theory. Their theory is applied to two languages that rely less heavily on indirectness in conveying politeness than does English, and to a speech act that does not become more polite through indirectness.
This is a book of applied mathematical proofs. If you have seen a mathematical result, if you want to know why the result is so, you can look for the proof here. The book's purpose is to convey the essential ideas underlying the derivations of a large number of mathematical results useful in the modeling of physical systems. To this end, the book emphasizes main threads of mathematical argument and the motivation underlying the main threads, deemphasizing formal mathematical rigor.
This text is appropriate for students from across the engineering and science disciplines. Topics include: Periodicity and Fourier series; The Fourier transform and its basic properties; Convolution and its applications; Distributions and their Fourier transforms; Sampling and interpolation; Linear systems; The discrete Fourier transform; Higher dimensional Fourier transforms and applications.
