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/sci/ - Science & Math

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>> No.12746048 [View]
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>> No.11797788 [View]
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>> No.10178655 [View]
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>>10178467
Hahahaha oh wow

>> No.10136263 [View]
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51/?

>> No.10029528 [View]
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>>10029520
LMFAOOOO

>> No.9982724 [View]
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Edition: think.

>> No.9781614 [View]
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>>9778546

>> No.9690914 [View]
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This thread is for questions that don't deserve their own thread.
>give context
>describe your thought process if you're stuck
>try wolframalpha.com and stackexchange.com
>How To Ask Questions The Smart Way http://www.catb.org/~esr/faqs/smart-questions.html

previous thread >>9680852

>> No.9680694 [View]
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>>9680538

>> No.9554538 [View]
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>>9554520
Plug and chug boi.

>> No.9427784 [View]
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Because the other thread is retarded.

>> No.9394711 [View]
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>> No.9393445 [View]
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>>9393170
Lines and planes, or pretty much any level set, are equivalence classes.

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>>9338431

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>>9333930

>> No.9280927 [View]
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This thread is for questions that don't deserve their own thread

Previous thread: >>9271297

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>>9200321

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>>9164004

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>>9161126

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>> No.8972964 [View]
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I'm going to study CS in September. I've already prepared for the first year by going through the literature. I want to supplement so i want to hear some good books that would expand on these.

Mathematical Analysis I: V. A. Zorich, Mathematical Analysis I, Universitext, Springer, 2004, V. A. Zorich, Mathematical Analysis II, Universitext, Springer, 2004
Linear Algebra I: W. Gareth. Linear Algebra with Applications. Jones and Bartlett Publishers, Boston, 4th edition, 2001, C. D. Meyer. Matrix analysis and applied linear algebra. SIAM, Philadelphia, PA, 2000
Algebra I: S. Lang, Algebra, 3rd ed. New York 2002, Springer
Discrete mathematics: J. Matousek, J. Nesetril: Invitation to Discrete Mathematics, Oxford University Press, 2008, 2nd edition
Combinatorics and Graph Theory I: R. Diestel: Graph Theory (4th edition), Springer (2010)
Algorithms and Data Structures I: Cormen, Leiserson, Rivest, Stein : Introduction to algorithms (2nd Edition), Mc Graw Hill 2001, Aho, Hopcroft, Ullman : The design and analysis of computer algorithms, Addison-Wesley 1976

For year 2, the notable classes are: Rings and Modules, Algebraic Curves, Topology and Category Theory, Mathematical Analysis III&IV (big rudins and demidovich). I don't quite feel like going for these yet, i'd rather some books that expand on the first year in this direction.

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