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Beginning of Modern Science & Modern Philosophy

https://friesian.com/hist-2.htm

in an age of great mathematicians, including Marin Mersenne (1588-1648), Pierre Fermat (1601-1665), Blaise Pascal (1623-1662), and Christian Huygens (1629-1695). At a time before

Russell O’Connor’s Blog

http://r6.ca/blog/

: What Happens When Mathematicians Cannot Do Induction Correctly? 2010-08-02T00:58:35Z : Jaynes on Entropy 2010-06-27T19:50:27Z : ICFP 2010 Post-Mortem 2010-01-07T03:59:02Z : Cons

Transreal Books

http://www.transrealbooks.com/#saucerwisdom

e-readers. See FAQ . Mathematicians in Love A passionate, lively tale. Two young mathematicians compete for the love of two women across space, time and logic—spinning out Dr. Seu

All links @ cidoku.net

http://cidoku.net/en/links/all

3000 biographies of mathematicians and thousands more articles about the history of mathematics. Metamath A database of mathematical proofs constructed from scratch from various d

Consciousness Is Not Material.

https://lukesmith.neocities.org/vids/notmaterial_consciousness

domain which seperates mathematicians from philosophers: we have bins, philosophers don't. This entire topic of discussion is largely pointless as it doesn't increase any kind of

Collected Essays, by Rudy Rucker

https://www.rudyrucker.com/transrealbooks/collectedessays/

will be higher. Two mathematicians named Chaitin (IBM) and Kolmogorov (USSR) improved Shannon’s notion of information to this: the information in a pattern P is equal to the

References

http://www.georgehart.com/virtual-polyhedra/references.html

long before the mathematicians envisioned them. Gerald Jenkins & Magdalen Bear, Compound Polyhedra, Tarquin Publications, 1997.  A book which you cut up, score, fold, and

Sekino's Fractal Art Gallery

https://www.sekinoworld.com/fractal/

in fractals by numerous mathematicians including Adrien Douady and John H. Hubbard, who named the object the "Mandelbrot set" and established many of its properties. Because attra

Publications -- Douglas N. Arnold

https://www-users.cse.umn.edu/~arnold/publications.html

Arnold and Henry Cohn. Mathematicians take a stand . Notices Amer. Math. Soc. , 59(6):828-833, 2012. [  bib  | DOI  | pdf  | Abstract  ]   Douglas&nb

Poor Foundations in Geometric Algebra - Eric Lengyel

http://terathon.com/blog/poor-foundations-ga.html

subjects are viewed by mathematicians outside the field. Their opinions are often not positive due to (a) a perceived lack of mathematical rigor and (b) a very real toxicity withi


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