01026nam--2200337---450-9900003587202033160035872USA010035872(ALEPH)000035872USA01003587220010314d1966----km-y0itay0103----baengUS||||||||001yy<<A>> proposed model for visual information processing in the human brainMatthew KabriskyUrbanaUniversity of Illinois Press1966104 p.ill.23 cm2001001-------2001001.539KABRISKY,Matthew48080ITsalbcISBD990000358720203316001.539 KAB4641001.53900105048BKSCIPATTY9020010314USA01133720020403USA011643PATRY9020040406USA011625Proposed Model for Visual Information Processing in the Human Brain355123UNISA01558nam a2200349 i 4500991002609199707536141020s2010 enka b 001 0 eng d9780521197984 (hbk.)0521197988 (hbk.)9780521147354 (pbk.)0521147352 (pbk.)b14202773-39ule_instBibl. Dip.le Aggr. Matematica e Fisica - Sez. Matematicaeng511.522AMS 60-XXAMS 05CLC QA166.G75Grimmett, Geoffrey265888Probability on graphs :random processes on graphs and lattices /Geoffrey GrimmettCambridge :Cambridge University Press,c2010xi, 247 p. :ill. ;23 cmInstitute of Mathematical Statistics textbooks ;1Includes bibliographical references: (p. 226-242) and indexRandom walks on graphs ; Uniform spanning tree ; Percolation and self-avoiding walk ; Association and influence ; Further percolation ; Contact process ; Gibbs states ; Random-cluster model ; Quantum Ising model ; Interacting particle systems ; Random graphs ; Lorentz gasGraph theoryProbabilities.b1420277309-12-1420-10-14991002609199707536LE013 60-XX GRI26 (2010)12013000292663le013pE95.63-l- 01010.i1564704328-11-14Probability on graphs258190UNISALENTOle01320-10-14ma -engenk00