Computed - 8.de

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Jemen: Gouvernements, Städte & Orte - Einwohnerzahlen in Karten und Tabellen

http://www.citypopulation.de/Yemen_d.html

Republik Jemen dargestellt durch Bevölkerungsstatistiken in Karten und Tabellen.
Marktgemeinde Thörl

https://www.thoerl.gv.at/

Homepage der Marktgemeinde Thörl
Calabi-Yau Home Page

http://www.th.physik.uni-bonn.de/th/Supplements/cy.html

Keine Beschreibung vorhanden.
Stefan Rahmstorf - Google Scholar Citations

https://scholar.google.de/citations?hl=de&user=kyWaQtgAAAAJ&view_op=list_works

Keine Beschreibung vorhanden.
SS Princess Alice

http://wayback.archive.org/web/20080513170735/http://www.lalamy.demon.co.uk/alice.htm

Keine Beschreibung vorhanden.
Alberti, Leon Battista: Della architettura di Leon Battista Alberti libri 10, della pittura libri 3 e della statua libro 1 / The architecture of Leon Battista Alberti in ten books, of painting in three books and of statuary in one book (uebers. von Cosimo Bartoli und Giacomo Le (London, 1726) [Cicognara, 378]

http://digi.ub.uni-heidelberg.de/diglit/alberti1726/0001

Alberti, Leon Battista: Della architettura di Leon Battista Alberti libri 10, della pittura libri 3 e della statua libro 1 / The architecture of Leon Battista Alberti in ten books, of painting in three books and of statuary in one book (uebers. von Cosimo…
CRC calculation

http://zorc.breitbandkatze.de/crc.html

Keine Beschreibung vorhanden.
SIMAP - Similarity Matrix of Proteins

http://wayback.archive.org/web/20141218040720/http://boinc.bio.wzw.tum.de/boincsimap/

Keine Beschreibung vorhanden.
TEDxCaltech - Scott Aaronson - Physics in the 21st Century: Toiling in Feynman's Shadow - YouTube

https://www.youtube.com/watch?v=SczraSQE3MY

Scott Aaronson is an Associate Professor of Electrical Engineering and Computer Science at MIT. Scott's research interests center around fundamental limits o...
Fast Factorial Functions

http://www.luschny.de/math/factorial/FastFactorialFunctions.htm

The homepage of factorial functions trys to show all known algorithms for computing the factorial function n! and explains its the combinatorial meaning as permutation trees.