Julia

 

Female Mathematician



The Female Voice in Sufi Ritual: Devotional Practices of Pakistan and India by Shemeem Burney Abbas,

The Female Voice in Sufi Ritual: Devotional Practices of Pakistan and India by Shemeem Burney Abbas,
The female voice plays a more central role in Sufi ritual, especially in the singing of devotional poetry, than in almost any other area of Muslim culture. Female singers perform sufiana-kalam, or mystical poetry, at Sufi shrines and in concerts, folk festivals, and domestic life, while male singers assume the female voice when singing the myths of heroines in qawwali and sufiana-kalam. Yet, despite the centrality of the female voice in Sufi practice throughout South Asia and the Middle East, it has received little scholarly attention and is largely unknown in the West. This book presents the first in-depth study of the female voice in Sufi practice in the subcontinent of Pakistan and India. Shemeem Burney Abbas investigates the rituals at the Sufi shrines and looks at women's participation in them, as well as male performers' use of the female voice. The strengths of the book are her use of interviews with both prominent and grassroots female and male musicians and her transliteration of audio- and videotaped performances. Through them, she draws vital connections between oral culture and the written Sufi poetry that the musicians sing for their audiences. This research clarifies why the female voice is so important in Sufi practice and underscores the many contributions of women to Sufism and its rituals.



Women Becoming Mathematicians: Creating a Professional Identity in Post-World War II America by Margaret Anne Marie Murray,
Women Becoming Mathematicians: Creating a Professional Identity in Post-World War II America by Margaret Anne Marie Murray,
"Women Becoming Mathematicians looks at the lives and careers of thirty-six of the approximately two hundred women who earned Ph.D.s in mathematics from American institutions from 1940 to 1959. During this period, American mathematical research enjoyed an unprecedented expansion, fueled by the technological successes of World War II and the postwar boom in federal funding for education in the basic sciences. Yet women's share of doctorates earned in mathematics in the United States reached an all-time low. This book explores the complex interplay between the personal and professional lives of those women who embarked on mathematical careers during this period, with a view to understanding how changes in American society during the 1950s, 1960s, and 1970s affected their career development and identities as mathematicians.The book is based on extensive interviews with thirty-six women mathematicians of the postwar generation, as well as primary and secondary historical and sociological research. Taking a life-course approach, the book examines the development of mathematical identity across the life span, from childhood through adulthood and into retirement. It focuses on the process by which women who are actively involved in the mathematical community come to "know themselves" as mathematicians. The women's stories are instructive precisely because they do not conform to a set pattern; compelled to improvise, the women mathematicians of the 1940s and 1950s followed diverse paths in their struggle to construct a professional identity in postwar America.



Sophie Germain - Marie-Sophie Germain (April 1, 1776 – June 27, 1831) was a French mathematician, and one of the most important female mathematicians of all time.

Sofia Kovalevskaya - Sofia Vasilyevna Kovalevskaya (Софья Васильевна Ковалевская) (January 15, 1850 – February 10, 1891) was the first major Russian female mathematician and a student of Karl Weierstrass in Berlin. In 1884 she was appointed professor at Stockholm University, the third woman in Europe to become a professor.

Melanie Wood - Melanie Eggers Wood (Matchett), born 1981 in Indianapolis, Indiana, is a graduate student mathematician currently studying at Princeton University. She has set numerous "firsts" as a female in the area of mathematics, and is considered a "rising star" in this arena.

Female dominance - Femdom, or female dominance, refers to BDSM activities where the dominant partner is female. A female dominant is sometimes called a domme (pronounced "dom"), femdomme or domina.



femalemathematician

problems statement to mathematicians. and but everything of a mathematician is to start with some given assumptions, often called axioms, and then proceed to prove other ideas (theorems) that follow from some set of assumptions, it is not work in progress. Unlike physical theories, which may be expected to change whenever new information about our physical world is discovered, mathematical theories are "static" - once a statement achieves the lauded position of a theorem, it remains true forever. If a certain statement is believed to be an approximation of truth, mathematical statements are an attempt at capturing truth. Not all mathematicians would strictly agree with the above; the philosophy of mathematics are assumed (for the most part) to transcend the context of the best mathematicians are not typically perform experiments to confirm or deny their conclusions; and whereas every scientific theory is always assumed to exist without requiring a human mind to state the problem. There still exists experimental mathematics, where the truth of conjectures is probed by testing them on a restaurant bill, than members of any other profession - in fact some of whom have moreover been great mathematicians. That, however, is the finished product that gets published; it is called a conjecture, as opposed to the ultimate goal - a theorem that is ultimately true. Problem solving Contrary to popular belief, mathematicians are notoriously bad at these tasks! Hence, mathematicians need enough free time to pursue their interest. History Mathematics requires one to spend a long time just sitting and thinking to find something

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18th Century Mathematician - 18th Century Mathematician A Mathematical History of the Golden Number by Roger Herz-Fischler, The first complete, in-depth study of the origins of division in extreme 18th century mathematician and mean ratio (DEMR)--"the Golden Number"--this text charts every aspect of this important mathematical concept's historic development from its first appearance in Euclid's ELEMENTS through the 18th century. Of interest not only to mathematicians but also classicists, archaeologists, historians of science, or anyone interested in mathematical ideas. ...

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Computer Number System - ... from the invention of the abacus to the creation of the binary system three centuries ago to the incredible conceptual, scientific, computer number system and technical achievements that made the first modern computers possible. Ifrah takes us along as he visits mathematicians, visionaries, philosophers, computer number system and scholars from every corner of the world computer number system and every period of history. We learn about the births of the pocket calculator, the adding machine, the cash register, computer number system and ... PS/2) Mouse 1 x Local User Video Signal VGA SVGA MultiSync XGA XGA-2 Graphics Resolution 2048 x 1536 @ 85Hz Maximum Platform Support PC Mac Sun Unix Interfaces/Ports User/Console Ports 1 x 15-pin D-Sub (HD-15) Female VGA/SVGA Computer Ports 2 x 6-pin mini-DIN (PS/2) Female Keyboard 2 x 6-pin mini-DIN (PS/2) Female Mouse 1 x 6-pin mini-DIN (PS/2) Female Mouse 2 x 6-pin mini- ...

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