To compete in today's complex and fast-changing capital market, you need a broad range of information and skills in order to develop and implement favorable trading strategies. Trading Strategies for Capital Markets is a comprehensive guide that shows how capital markets work in the real world, fully exploring price drivers, major players, key elements of the securities and derivatives traded, and ways of devising on-target trading strategies.

This book provides a guide to a rich and fascinating subject: algebraic curves and how they vary in families. The aim has been to provide a broad but compact overview of the field, which will be accessible to readers with a modest background in algebraic geometry. Many techniques including Hilbert schemes, deformation theory, stable reduction, intersection theory, and geometric invariant theory are developed, with a focus on examples and applications arising in the study of moduli of curves. From such foundations, the book goes on to show how moduli spaces of curves are constructed, to illustrate typical applications with the proofs of the Brill-Noether and Gieseker -Petri theorems via limit linear series, and to survey the most important results about their geometry ranging from irreducibility and complete subvarieties to ample divisors and Kodaira dimension. With over 180 exercises and 70 figures, the book also provides a concise introduction to the main results! and open problems about important topics which are not covered in detail.

As in any dynamic, modern science, theories in chemistry are refined to reflect new data, established ideas are applied to new systems, and connections are forged with other sciences to uncover new information. But chemistry, as the science of matter and its changes, is central to so many other sciences-physical, biological, environmental, medical, and engineering-that it must evolve continuously to enable their progress. Designing "greener" ways to make plastics, fuels, and other commodities, monitoring our atmosphere and oceans to predict the effects oftheir changing compositions, comprehending our genetic makeup to develop novel medicines and disease treatments, and synthesizing nanomaterials with revolutionary properties are among the countless areas in which chemistry is evolving.

Written by leading international experts in the field of plant metabolic engineering, this book discusses, mainly, applications of plant metabolic engineering. Metabolic engineering, which is part of second generation biotechnology, has made several contributions at basic level as well as at conceptualising products ever since its emergence in the early 1980s. Applications resulting from metabolic engineering are expected to play a very important role in future for plant breeding, e.g. for improved resistance or improved traits concerning health promoting constituents, and production of fine chemicals such as medicines, flavors and fragrances.

Anyone who has the temerity to write a book must inevitably expect his own weaknesses and limitations to be exposed. This is doubtless true of my own book Stairway to Subud. It is particularly true because the subject of the book is the conundrum of life itself. Why am I alive? What purpose does my life serve? What is the Truth? What are the means by which Truth can be apprehended more fully?

Spinoza's Ethics is one of the most remarkable, important, and difficult books in the history of philosophy: a treatise simultaneously on metaphysics, knowledge, philosophical psychology, moral philosophy, and political philosophy. It presents, in Spinoza's famous 'geometric method', his radical views on God, Nature, the human being, and happiness. In this wide-ranging introduction to the work, Steven Nadler explains the doctrines and arguments of the Ethics, and shows why Spinoza's endlessly fascinating ideas may have been so troubling to his contemporaries, as well as why they are still highly relevant today. He also examines the philosophical background to Spinoza's thought and the dialogues in which Spinoza was engaged - with his contemporaries (including Descartes and Hobbes), with ancient thinkers (especially the Stoics), and with his Jewish rationalist forebears. His book is written for the student reader but will also be of interest to specialists in early modern philosophy.

This monograph gives a carefully worked out account of the most basic principles and applications of the theory of fixed points. Until now, a treatment of many of the discussed topics has been unavailable in book form. The presentation is self-contained and is accessible to a broad spectrum of readers, including mathematically oriented people interested in applications. The main text is complemented by numerous exercises, comments and a comprehenseive bibliography.

This volume contains the critical edition with English translation of a richly-illustrated Arabic treatise on the construction of over 100 various astronomical instruments, many of which are otherwise unknown to specialists. It was composed by Najm al-Din al-Misri, a rather shadowy figure, in Cairo, c.1330. The edition is accompanied by a detailed technical and historical commentary, which is framed as a self-standing essay on Islamic mathematical instrumentation. While this essay/commentary is mainly based on Najm al-Din's treatise, it also benefits from the consultation of a large number of previously unstudied manuscripts, and includes a discussion of all relevant sources from the period 800-1500.

Carol Karp died on August 20, 1972 after a brave battle against cancer which had lasted for three long years (I) To her, teaching had always been more than a duty, and even during her illness she taught all her classes in addition to carrying out her administrative tasks. Her research, tod, was pushed forward with her usual determination, but unfortunately the planned new monograph on infinitary languages remained unfinished. Her early work was collected in her one published book, but she realized that it very much needed to be brought up to date.

This collection of essays offers an overview of the range and breadth of Platonic philosophy in the early modern period, examining both the philosophers of Platonic tradition (e.g. Cusanus, Ficino, and Cudworth), and the impact of Platonism on major philosophers of the period (especially Descartes, Leibniz, Locke, Shaftesbury and Berkeley). By demonstrating the vitality of the Platonic tradition in the period this collection challenges the received view that Platonism made little or no contribution in the emergence of modern philosophy.

Understanding Your Dog for Dummies gives you everything you need to learn to understand your pooch’s unique dialect of “Doglish”—and shows you how to take on the role as pack leader to give your dog the cues, guidance, and consistency she needs to shape and develop good behaviors.

This book is a really great study aid to be used with Spivak's Calculus. Especially for students with professors that give a lot of theory and not a lot of examples. The answer book does not give all the answers outright, but gives many very good hints otherwise that can really shorten your search time.

This respected text deals with large-scale, easily known thermal phenomena and then proceeds to small-scale, less accessible phenomena. The wide range of mathematics used in Dittman and Zemansky's text simultaneously challenges students who have completed a course in impartial differential calculus without alienating those students who have only taken a calculus-based general physics course. Examples of calculations are presented shortly after important formulas are derived. Students see the solutions of problems related to the formulas. Actual thermodynamic experiments are explained in detail. The student sees the applicability of abstract thermodynamic concepts and formulas to real situations.

The book develops the theory of one of the most important notions in the methodology of formal systems. Particularly, completeness plays an important role in propositional logic where many variants of the notion have been defined. Global variants of the notion mean the possibility of getting all correct and reliable schemata of inference. Its local variants refer to the notion of truth given by some semantics. A uniform theory of completeness in its general and local meaning is carried out and it generalizes and systematizes some variety of the notion of completeness such as Post-completeness, structural completeness and many others. This approach allows also for a more profound view upon some essential properties (e.g. two-valuedness) of propositional systems. For these purposes, the theory of logical matrices, and the theory of consequence operations is exploited.

Reenactors wearing carefully created costumes, photographed in authentic settings, provide a snapshot of spear men, archers, crossbow men, gunners, and knights from the period 1300-1500. Detailed photographs are supported by artwork showing scores of original images from period paintings, carvings and manuscript illustrations revealing what it was like to live, work, and fight during the Middle Ages.