Welcome to our book review site go-pdf.online!
You may have to Search all our reviewed books and magazines, click the sign up button below to create a free account.
Understanding Game Theory: Introduction To The Analysis Of Many Agent Systems With Competition And Cooperation (Second Edition)
Steadily growing applications of game theory in modern science (including psychology, biology and economics) require sources to provide rapid access in both classical tools and recent developments to readers with diverse backgrounds. This book on game theory, its applications and mathematical methods, is written with this objective in mind.The book gives a concise but wide-ranging introduction to games including older (pre-game theory) party games and more recent topics like elections and evolutionary games and is generously spiced with excursions into philosophy, history, literature and politics. A distinguished feature is the clear separation of the text into two parts: elementary and adva...
Idempotent Analysis and Its Applications
The first chapter deals with idempotent analysis per se . To make the pres- tation self-contained, in the first two sections we define idempotent semirings, give a concise exposition of idempotent linear algebra, and survey some of its applications. Idempotent linear algebra studies the properties of the semirn- ules An , n E N , over a semiring A with idempotent addition; in other words, it studies systems of equations that are linear in an idempotent semiring. Pr- ably the first interesting and nontrivial idempotent semiring , namely, that of all languages over a finite alphabet, as well as linear equations in this sern- ing, was examined by S. Kleene [107] in 1956 . This noncommutative se...
Religion and Global Politics
Religion and Global Politics: Soft Power in Nigeria and Beyond examines the deployment of religious soft power in African states and the potential it has for transforming perceptions of the continent. The contributors refocus the attention on religion away from the ‘misery’ discourse of conflict and violence towards the domain of international relations, diplomacy and foreign policy in Africa. Through this shift, the contributors analyze the ways in which religion has impacted the external relations of African states. Religion and Global Politics introduces the theme of religion to the discourse of African international relations and politics to provide a thorough examination of religion’s influence on politics in the daily lives of African people.
Understanding Game Theory: Introduction To The Analysis Of Many Agent Systems With Competition And Cooperation
Steadily growing applications of game theory in modern science (including psychology, biology and economics) require sources to provide rapid access in both classical tools and recent developments to readers with diverse backgrounds. This book on game theory, its applications and mathematical methods, is written with this objective in mind.The book gives a concise but wide-ranging introduction to games including older (pre-game theory) party games and more recent topics like elections and evolutionary games and is generously spiced with excursions into philosophy, history, literature and politics. A distinguished feature is the clear separation of the text into two parts: elementary and adva...
Tolstoy
Born into an aristocratic family, Tolstoy had spent his life rebelling not only against conventional ideas about literature and art but also against traditional education, family life, organized religion, and the state. In this exceptional biography, Bartlett delivers an eloquent portrait of the brilliant, maddening, and contrary man who has been discovered by a new generation of readers.
The Opening of Japan, 1853–1855
This study provides a picture of the competition and cooperation, distrust and open hostility of the US, Britain, Holland and Russia involved in their joint enterprise in Japan. It documents the plans and outcomes of each of the four powers’ negotiations with Japan. At the same time it provides a fascinating commentary on the way business was done by the Japanese with each country and its representatives.
Derzhavin
Russian poet, soldier, and statesman Gavriil Derzhavin (1743–1816) lived during an epoch of momentous change in Russia—imperial expansion, peasant revolts, war with Turkey, and struggle with Napoleon—and he served three tsars, including Catherine the Great. Here in its first English translation is the masterful biography of Derzhavin by another acclaimed Russian man of letters, Vladislav Khodasevich. Derzhavin occupied a position at the center of Russian life, uniting civic service with poetic inspiration and creating an oeuvre that at its essence celebrated the triumphs of Russia and its rulers, particularly Catherine the Great. His biographer Khodasevich, by contrast, left Russia in ...
Applications Of Fractional Calculus In Physics
Fractional calculus is a collection of relatively little-known mathematical results concerning generalizations of differentiation and integration to noninteger orders. While these results have been accumulated over centuries in various branches of mathematics, they have until recently found little appreciation or application in physics and other mathematically oriented sciences. This situation is beginning to change, and there are now a growing number of research areas in physics which employ fractional calculus.This volume provides an introduction to fractional calculus for physicists, and collects easily accessible review articles surveying those areas of physics in which applications of fractional calculus have recently become prominent.
Idempotent Analysis and Its Applications
The first chapter deals with idempotent analysis per se . To make the pres- tation self-contained, in the first two sections we define idempotent semirings, give a concise exposition of idempotent linear algebra, and survey some of its applications. Idempotent linear algebra studies the properties of the semirn- ules An , n E N , over a semiring A with idempotent addition; in other words, it studies systems of equations that are linear in an idempotent semiring. Pr- ably the first interesting and nontrivial idempotent semiring , namely, that of all languages over a finite alphabet, as well as linear equations in this sern- ing, was examined by S. Kleene [107] in 1956 . This noncommutative se...
