Ising

Ising may refer to:

  • The Ising model
  • Ernst Ising, inventor of the above model
  • Jane Ising, wife of the late Ernst Ising
  • Gustav Ising, a Swedish accelerator physicist
  • Rudolf Ising, animator for MGM, together with Hugh Harman often credited as: Harman-Ising

Other articles related to "ising":

Scientific Phenomena Named After People - I
... effect – Christian Imbert and Fedor Ivanovič Fedorov Ishikawa diagram – Kaoru Ishikawa Ising model (a.k.a ... Lenz–Ising model) – Ernst Ising (and Wilhelm Lenz) ...
Looney Tunes And Merrie Melodies Filmography (1929–1939) - 1933 – 23 Titles
... Claus Lives, The !The Shanty Where Santy Claus Lives MM Rudolf Ising 1933-01-07 DVD - Lady Killer (unrestored) Available on Netflix on "Holiday Favorites Vol. 1933-01-14 First cartoon directed by Friz Freleng One Step Ahead of My Shadow MM Rudolf Ising 1933-02-04 DVD - Forbidden Hollywood Volume 3, Disc 3 (unres ... Honey, Ted Lewis 1933-02-11 DVD - LTGC Volume 6, Disc 3 Young and Healthy MM Rudolf Ising 1933-03-04 DVD - Footlight Parade (unrestored) Bosko the Speed ...
Ernst Ising
... Ernst Ising ( born May 10, 1900, Cologne, Rhine, Germany – May 11, 1998, Peoria, Illinois, USA) was a German physicist, who is best remembered for ...
List Of Important Publications In Physics - Mathematical Physics
... Ising, Ernst (1924) ... Ising, Ernst (1925) ... Ising's 1924 thesis proving the non-existence of phase transitions in the 1-dimensional Ising model ...
Spherical Model - Formulation
... It differs from the Ising model in that the are no longer restricted to, but can take all real values, subject to the constraint that which in a homogenous system ensures that the average of the square of any spin ... The partition function generalizes from that of the Ising model to where is the Dirac delta function, are the edges of the lattice, and and, where T is the temperature of the system, k is ... Kac saw this as an approximation to the usual Ising model, arguing that the -summation in the Ising model can be viewed as a sum over all corners of an N-di ...