ARCHIMEDES - GREATEST SCIENTIST EVER?https://people.idsia.ch/~juergen/archimedes.html
Jürgen Schmidhuber ARCHIMEDES (287-212 B.C.) Greatest Scientist Ever? . . Math is the "queen of sciences," and Archimedes is widely regarded as one of the greatest mathematic
A Deuteronomy of Kant's Geometryhttps://friesian.com/space-1.htm
in sand, as we find Archimedes doing when he was killed by a Roman solider. In fact, the precise features of diagrams are irrelevant, except in so far as they illustrate the objec
Juergen Schmidhuber's home page -Universal Artificial Intelligence - AI - Deep Learning - Recurrent Neural Networks -Computer Vision - Objecthttps://people.idsia.ch/~juergen/
of the 20th century), Archimedes (greatest scientist ever?) NOBEL PRIZES: Evolution of national shares by country of birth (by citizenship): Peace ( cit ), Literature ( cit ), Med
updateshttps://milesmathis.com/updates.html
was done better by Archimedes than by this modern integral proof, which is pushed. NEW PAPER, 10/19/2012. We Watch Pascal Finesse a Proof. The spherical surface area proof was don
Embedded Problems in Celestial Mechanicshttps://milesmathis.com/cm.html
perfect circle, such as Archimedes might have understood. In this ultimately simple version of an orbit, we have only two velocities. We have a tangential velocity and a centripet
this page is a critique of current celestial mechanics and nebular theory by Miles Mathis
Book Reviews - nuwen.nethttps://nuwen.net/books.html
and Time's Arrow and Archimedes' Point . Avoid these and similar brain-damaged books at all costs . The highest rating is used once, and the lower levels aren't used as much - the
Dubrovnik, Konavle, Bokahttps://www.croatianhistory.net/etf/et111.html
was in possession of Archimedes' telescope , about which a testimony exists written in 1672 by Antun Sorgo (Sorkočević, son of distinguished Dubrovnik composer Luka Sork
Dubrovnik, Konavle, Boka kotorska, Croatia, Hrvatska
Reference Pieces on Spacehttps://friesian.com/space.htm
Axioms of Continuity: ( Archimedes' Axiom or Axiom of Measure ) If AB and CD are any segments, then there exists a number n such that n segments CD constructed contiguously from A
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