Difference between revisions of "Book/Mathematical Foundations of Computational Engineering"

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(Created page with "{{cite book |title=From Word to Sentence: a computational algebraic approach to grammar |first1=Joachim |last1=Lambek |author-link1=Joachim Lambek |date=2008 |isbn=978-88-7699...")
 
 
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{{cite book
{{cite book
|title=From Word to Sentence: a computational algebraic approach to grammar
|title=Mathematical Foundations of Computational Engineering: A Handbook
|first1=Joachim
|first1=Peter
|last1=Lambek
|last1=Pahl
|author-link1=Joachim Lambek
|author-link1=Peter Jan Pahl
|date=2008
|first2=Rudolf
|isbn=978-88-7699-117-2
|last2=Damrath
|publisher=McGill University
|author-link2=Rudolf Damrath
|location=[[Book/From Word to Sentence: a computational algebraic approach to grammar|local page]]
|date=2001
|isbn=978-3-642-63238-9
|publisher=Springer
|location=[[Book/Mathematical Foundations of Computational Engineering|local page]]
}}
}}


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This book might be the source of ideas that gave birth to [[Bob Coecke]]'s [[Book/Picturing Quantum Processes|Picturing Quantum Processes]]<ref name="PQP">{{:Book/Picturing Quantum Processes}}</ref>. [[Martin Gardner]]'s book on [[Book/Logic machines and diagrams|Logic machines and diagrams]]<ref>{{:Book/Logic machines and diagrams}}</ref> may also be relevant to data scientists.
A video that talks [[automorphism]] extensively is:[[Video/Why can't you solve quintic equations? - Galois theory explained intuitively|Why can't you solve quintic equations? - Galois theory explained intuitively]]<ref>{{:Video/Why can't you solve quintic equations? - Galois theory explained intuitively}}</ref>.


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Latest revision as of 04:25, 20 July 2022

Pahl, Peter; Damrath, Rudolf (2001). Mathematical Foundations of Computational Engineering: A Handbook. local page: Springer. ISBN 978-3-642-63238-9. 


A video that talks automorphism extensively is:Why can't you solve quintic equations? - Galois theory explained intuitively[1].

References

Related Pages

Authored by:Joachim Lambek