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This book presents contributions of mathematicians covering topics from ancient India, placing them in the broader context of the history of mathematics. Although the translations of some Sanskrit mathematical texts are available in the literature, Indian contributions are rarely presented in major Western historical works. Yet some of the well-known and universally-accepted discoveries from India, including the concept of zero and the decimal representation of numbers, have made lasting contributions to the foundation of modern mathematics. Through a systematic approach, this book examines these ancient mathematical ideas that were spread throughout India, China, the Islamic world, and Western Europe.
universities counter these trends and restore the palace of American higher learning.
Lunar and solar eclipses have always fascinated human beings. Digging deep into history, Clemency Montelle examines the ways in which theoretical understanding of eclipses originated and how ancient and medieval cultures shared, developed, and preserved their knowledge of these awe-inspiring events. Eclipses were the celestial phenomena most challenging to understand in the ancient world. Montelle draws on original research—much of it derived from reading primary source material written in Akkadian and Sanskrit, as well as ancient Greek, Latin, and Arabic—to explore how observers in Babylon, the Islamic Near East, Greece, and India developed new astronomical and mathematical techniques to predict and describe the features of eclipses. She identifies the profound scientific discoveries of these four cultures and discusses how the societies exchanged information about eclipses. In constructing this history, Montelle establishes a clear pattern of the transmission of scientific ideas from one culture to another in the ancient and medieval world. Chasing Shadows is an invitingly written and highly informative exploration of the early history of astronomy.
This volume documents the contributions presented at The ICRTMPCS II International Conference on Advances in Mathematical and Computational Sciences. Entries focus on modern trends and techniques in branches of pure and applied mathematics, statistics, and computer science. Highlighting applications in coding theory, cryptography, graph theory, fuzzy theory, variance analysis, data analysis, and sampling theory.
This fascinating volume brings together leading specialists, who have analyzed the thoughts and records documenting the worldviews of a wide range of pre-modern societies. Presents evidence from across the ages; from antiquity through to the Age of Discovery Provides cross-cultural comparison of ancient societies around the globe, from the Chinese to the Incas and Aztecs, from the Greeks and Romans to the peoples of ancient India Explores newly discovered medieval Islamic materials
Although Near Eastern languages and the history of the exact sciences are known for being obscure and deliberately arcane to general audiences, Alice Slotsky has paradoxically established her legacy by exposing these topics to a wider audience. As a visiting professor at Brown University, Slotsky has taught more students than any previous Assyriologist and successfully brought this discipline to a wider audience than previously imagined possible. This volume, with articles written by former students, as well as colleagues, pays tribute to her broad interests.
This book explores the Jewish Left’s innovative strategies in maintaining newspapers, radio stations, and educational activities during a moment of crisis in global democracy. In the wake of the First World War, as immigrant workers and radical organizations came under attack, leaders within largely Jewish unions and political parties determined to keep their tradition of social unionism alive. By adapting to an emerging media environment dependent on advertising, turn-of-the-century Yiddish socialism morphed into a new political identity compatible with American liberalism and an expanding consumer society. Through this process, the Jewish working class secured a place within the New Deal coalition they helped to produce. Using a wide array of archival sources, Brian Dolber demonstrates the importance of cultural activity in movement politics, and the need for thoughtful debate about how to structure alternative media in moments of political, economic, and technological change.
Medieval Science, Technology, and Medicine details the whole scope of scientific knowledge in the medieval period in more than 300 A to Z entries. This resource discusses the research, application of knowledge, cultural and technology exchanges, experimentation, and achievements in the many disciplines related to science and technology. Coverage includes inventions, discoveries, concepts, places and fields of study, regions, and significant contributors to various fields of science. There are also entries on South-Central and East Asian science. This reference work provides an examination of medieval scientific tradition as well as an appreciation for the relationship between medieval science and the traditions it supplanted and those that replaced it. For a full list of entries, contributors, and more, visit the Routledge Encyclopedias of the Middle Ages website.
The book compiles works presented at a seminar aiming to attract global experts in differential equations, mathematical modeling, and integration methods. It covers classical and contemporary integration techniques for partial differential equations, including Monge and Darboux's approaches and their extensions. Additionally, it introduces a novel theoretical model for plane turbulent flows, presents gravitational equations derived from the principle of least action, and explores symmetry-preserving conservative finite-difference schemes for hydrodynamic-type equations. Analytical solutions for Maxwell's equations in incompressible viscoelastic mediums are examined, alongside theoretical-gro...
Vertically and Crosswise is an advanced book of sixteen chapters on one Vedic Mathematics sutra. Primarily it deals with the solution of equations, ranging from elementary examples of the sutra to no linear partical differential equations. Other topics include the inversion of matrices, curve-fitting, and methods of obtaining series expansions of common functions of one and ot two independent variables.