John C. Baez
Born
in The United States
January 01, 1961
Website
Genre
John C. Baez isn't a Goodreads Author
(yet),
but they
do have a blog,
so here are some recent posts imported from
their feed.
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Physics, Topology, Logic and Computation: A Rosetta Stone
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published
2009
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Knots and Quantum Gravity (Oxford Lecture Series in Mathematics and Its Applications)
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published
1994
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Quantum techniques for stochastic mechanics
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published
2012
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3 editions
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Towards Higher Categories (The IMA Volumes in Mathematics and its Applications, 152)
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published
2009
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7 editions
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Introduction to Algebraic and Constructive Quantum Field Theory (Princeton Series in Physics)
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published
1992
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6 editions
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This Week's Finds in Mathematical Physics #1-300
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published
2010
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The Gay and Lesbian Guide to College Life: A Comprehensive Resource for Lesbian, Gay, Bisexual, and Transgender Students and Their Allies
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published
2008
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2 editions
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Infinite-Dimensional Representations of 2-Groups (Memoirs of the American Mathematical Society, Number 1032)
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published
2012
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Categorification
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published
1998
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The Meaning of Einstein’s Equation
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“...the following parable may be useful. Long ago, when shepherds wanted to see if two herds of sheep were isomorphic, they would look for an explicit isomorphism. In other words, they would line up both herds and try to match each sheep in one herd with a sheep in the other. But one day, along came a shepherd who invented decategorification. She realized one could take each herd and ‘count’ it, setting up an isomorphism between it and some set of ‘numbers’, which were nonsense words like ‘one, two, three, . . . ’ specially designed for this purpose. By comparing the resulting numbers, she could show that two herds were isomorphic without explicitly establishing an isomorphism! In short, by decategorifying the category of finite sets, the set of natural numbers was invented. According to this parable, decategorification started out as a stroke of mathematical genius. Only later did it become a matter of dumb habit, which we are now struggling to overcome by means of categorification.”
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