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    An Epsilon of Room, I: Pages from Year Three of a Mathematical Blog - 图书

    2010
    导演:Terence Tao
    An Epsilon of Room, I: Pages from Year Three of a Mathematical Blog
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    Poincares Legacies, Part I: pages from year two of a mathematical blog - 图书

    导演:Terence Tao
    Poincares Legacies, Part I: pages from year two of a mathematical blog
    搜索《Poincares Legacies, Part I: pages from year two of a mathematical blog》
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    Structure and Randomness: Pages from Year One of a Mathematical Blog - 图书

    2008
    导演:Terence Tao
    Terence Chi-Shen Tao is an Australian mathematician working primarily on harmonic analysis, partial differential equations, combinatorics, analytic number theory and representation theory. His most famous result is a proof, in collaboration with British mathematician Ben J. Green, that there exist arbitrarily long arithmetic progressions of prime numbers (the Green–Tao theorem)...(展开全部)
    Structure and Randomness: Pages from Year One of a Mathematical Blog
    搜索《Structure and Randomness: Pages from Year One of a Mathematical Blog》
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    A Room of Ones Own and Three Guineas - 图书

    导演:Virginia Woolf
    In A Room of One's Own, Virginia Woolf imagines that Shakespeare had a sister: a sister equal to Shakespeare in talent, equal in genius, but whose legacy is radically different.This imaginary woman never writes a word and dies by her own hand, her genius unexpressed. But if only she had found the means to create, urges Woolf, she would have reached the same heights as her immor...(展开全部)
    A Room of Ones Own and Three Guineas
    搜索《A Room of Ones Own and Three Guineas》
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    A Room Of Ones Own And Three Guineas - 图书

    2016
    导演:Virginia Woolf
    This volume combines two books which were among the greatest contributions to feminist literature this century. Together they form a brilliant attack on sexual inequality. A Room of One's Own, first published in 1929, is a witty, urbane and persuasive argument against the intellectual subjection of women, particularly women writers. The sequel, Three Guineas, is a passionate po...(展开全部)
    A Room Of Ones Own And Three Guineas
    搜索《A Room Of Ones Own And Three Guineas》
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    A Room of Ones Own: A Room of Ones Own - 图书

    导演:Virginia Woolf
    Throughout history, some books have changed the world. They have transformed the way we see ourselves and each other. They have inspired debate, dissent, war and revolution. They have enlightened, outraged, provoked and comforted. They have enriched lives and destroyed them. Now Penguin brings you the works of the great thinkers, pioneers, radicals and visionaries whose ideas s...(展开全部)
    A Room of Ones Own: A Room of Ones Own
    搜索《A Room of Ones Own: A Room of Ones Own》
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    The Boy of the Three-Year Nap: Boy of the Three-Year Nap - 图书

    1993
    导演:Dianne Snyder
    在线阅读本书 Lazy Taro gets his comeuppance.
    The Boy of the Three-Year Nap: Boy of the Three-Year Nap
    搜索《The Boy of the Three-Year Nap: Boy of the Three-Year Nap》
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    A Room of Ones Own - 图书

    1989
    导演:Virginia Woolf
    Originally published in 1929, A Room of One s Own eloquently states Woolf s conviction that in order to create works of genius, women must be freed from financial obligations and social restrictions.
    A Room of Ones Own
    搜索《A Room of Ones Own》
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    A Room of Ones Own - 图书

    1989
    导演:Virginia Woolf
    Originally published in 1929, A Room of One s Own eloquently states Woolf s conviction that in order to create works of genius, women must be freed from financial obligations and social restrictions.
    A Room of Ones Own
    搜索《A Room of Ones Own》
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    A Profile of Mathematical Logic - 图书

    2004
    导演:Howard DeLong
    This text explores the historical reasons for the formation of Aristotelian logic, the rise of mathematical logic, the nature of the formal axiomatic method and its use, and the main results of metatheory and their import. 1971 edition. Includes 22 figures and 19 tables. Appendixes. Bibliography. Indexes.
    A Profile of Mathematical Logic
    搜索《A Profile of Mathematical Logic》
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