Titlebook: History of the Mathematical Sciences; Ivor Grattan-Guinness,B. S. Yadav Book 2004 Hindustan Book Agency (India) 2004

Recess

Omar Khayyam, René Descartes and Solutions to Algebraic Equations12th century in solving algebraic equations and describe how his work may have influenced René Descartes in the 17th century. In particular, we discuss his solutions of cubic equations; these equations absorbed mathematicians from 9th to 16th century. Omar made a significant controbution to the find

SLAG

A New Source of Evidence for the Lost Arabic Translations of Euclid’s ,Here we introduce this work and offer some examples of the kinds of material it offers us for reconstructing this now-lost Arabic source which is important for our understanding of the transmission process of Greek mathematics into Arabic during the second/eighth century.

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BAN

C[a,b] as the Backbone of Evolution of Functional Analysiste interval [a,b], in shaping of Functional Analysis. It seems that this space has been just in front of every great mathematician whose work has proved to be a part of the foundation leading to the establishment of and major developments in the subject. Concrete examples from the works of Volterra,

Nefarious

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From Functional Analysis to Asymptotic Geometric Analysisat explains (or should explain) the development of abstract thinking, i.e. how our civilization became what it is. It is a mystery to me and I have many, many questions and “whys”. Say, does our ability for abstract thinking also develop with time? Do our children adapt more easily to abstract notio

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Evolution of History of Mathematics: Some Trendsmatics giving due emphasis to development of different branches of the subject. The purpose of this article is to take a glimpse into such divergent approahes in the evolution of history of mathematics and to examine their implications in the overall development of mathematical and humanistic cultures.

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