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Ganita-yukti-bhasa (Rationales in Mathematical Astronomy) of Jyesthadeva (c.1530) is a seminal text of the Kerala school of astronomy. It;
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historical materials and their mathematical and historical commentaries contribute to rewriting the history of mathematical astronomy and mathematics;
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volume to a more technical level. Where volume I provided an introduction to the mathematics of bubbles and contagion, volume II digs far more;
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brought together in the work of ISAAC NEWTON, namely 1. Ancient Mathematics => DESCARTES 2. Ancient Astronomy => COPERNICUS : ~~~~ I=> NEWTON 3;
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In this two volume festschrift, contributors explore the theoretical developments (Volume I) and applications (Volume II) in traditional;
Vergelijkbare producten zoals Mathematical Models of Perception and Cognition Volume II
In this two volume festschrift, contributors explore the theoretical developments (Volume I) and applications (Volume II) in traditional;
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essential book for anyone interested in mathematical reasoning. Volume II on Patterns o f Plausible Inference builds on the examples of Volume I but;
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In this two volume festschrift, contributors explore the theoretical developments (Volume I) and applications (Volume II) in traditional;
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In this two volume festschrift, contributors explore the theoretical developments (Volume I) and applications (Volume II) in traditional;
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understanding of the history and development of mathematics and astronomy in India. It consists of six parts: Part I constitutes introductory articles;
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understanding of the history and development of mathematics and astronomy in India. It consists of six parts: Part I constitutes introductory articles;
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Engineering Mathematics, Volume II, in sequel to Engineering Mathematics, Volume I, has been primary written for the third and fourth;
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of the foundations of mathematics. The theme of the volume focuses on two basic foundational questions: (i) What is the nature of mathematical;
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related topics. It contains 22 papers divided into four groups: Part I: Probability Theory; Part II: Statistical Mechanics; Part III: Mathematical;
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in mathematics. Written as a textbook for students of mathematics, astronomy, accounting, engineering, and architecture, Miftah covers a wide range;
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in mathematics. Written as a textbook for students of mathematics, astronomy, accounting, engineering, and architecture, Miftah covers a wide range;
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Born into a Newcastle coal mining family, Charles Hutton (1737-1823) displayed mathematical ability from an early age. He rose to become;
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Born into a Newcastle coal mining family, Charles Hutton (1737-1823) displayed mathematical ability from an early age. He rose to become;
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Born into a Newcastle coal mining family, Charles Hutton (1737-1823) displayed mathematical ability from an early age. He rose to become;
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dedicated to Academician I. M. Vinogradov on his ninetieth birthday. This volume contains original papers on various branches of mathematics;
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their titles, Volume I features mathematical and theoretical essays, and Volume II presents cognitive and experimental essays. Both volumes;
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This volume reports on recent mathematical and computational advances in optical, ultrasound, and opto-acoustic tomographies. It outlines;
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Many texts emphasize generality and abstract principles at the expense of concreteness; this text re;...
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of mathematics-written on a variety of important topics pertaining to mathematics and astronomy in India. It is divided into ten parts. Part I presents;
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This book covers the advanced mathematical techniques useful for physics and engineering students, presented in a form accessible to;
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and astronomy. He is also believed to have been head of the astronomical observatory at Ujjain, which was the leading centre of mathematical;
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of mathematical engineering in the context of harmonic analysis. This two-volume set consists of contributions from speakers at the February Fourier;
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