;,t;:ì♂CBMSConferenceonRecentAdvancesinSpectralGraphTheoryheldatCaliforniaStateUniversityatFresno,June6-10,1994ResearchpartiallysupportedbytheNationalScienceFoundation1991MathemαticsSubjectClassi.卢cation.Primary05-XX.LibraryofCongressCataloging-in-PublicationDataChung,FanR.KSpectralgraphtheory/FanR.K.Chungp.cm...
文档标签: SPECTRAL 系统标签: graph spectral theory chung fan eigenvalues CHAPTER1 EigenvaluesandtheLaplacianofagraph 1.1.Introduction Spectralgraphtheoryhasalonghistory.Intheearlydays,matrixtheoryand linearalgebrawereusedtoanalyzeadjacencymatricesofgraphs.Algebraicmeth- odshaveproventobeespeciallyeffectiveintrea...
SPECTRAL GRAPH THEORY (CBMS Regional Conference Series in Mathematics 92)http://journals.cambridge.org/cover_images/BLM/BLM.jpgdoi:10.1112/S0024609397223611Norman BiggsOxford University PressBulletin of the London Mathematical Society
Spectral Graph Theory, Regional Conference Series in Math. Spectral Graph Theory, Regional Conference Series in Math. CHUNG Fan R. K. CBMS, Amer. Math. Soc, 1997 FRK Chung - 《Cbms Amer.math.soc》 被引量: 2990发表: 1997年 Spectral graph theory (CBMS regional conference series in ...
Chapter 9. Harnack inequalities9.1. Eigenfunctions9.2. Convex subgraphs of homogeneous graphs9.3. A Harnack inequality for homogeneous graphs9.4. Harnack inequalities for Dirichlet eigenvalues9.5. Harnack inequalities for Neumann eigenvalues9.6. Eigenvalues and diametersChung, Fan...
F.K. Chung Spectral Graph Theory CBMS Reg. Conf. Ser. Math., vol. 92, AMS Bookstore (1997) Google Scholar [21] S. Mallat A Wavelet Tour of Signal Processing Academic Press (1998) Google Scholar [22] P.J. Burt, E.H. Adelson The Laplacian pyramid as a compact image code IEEE Tran...
Royle Algebraic Graph Theory, GTM 207 Springer, New York (2001) Google Scholar [16] F. Harary, A.J. Schwenk Which graphs have integral spectra? Graphs and combinatorics Proc. Capital Conf., George Washington Univ., Washington, DC, 1973, Lecture Notes in Mathematics, vol. 406, Springer, ...
Spectralgraphtheory 系统标签: spectralgraphtheorygraphsaperiodicitypointwise EigenvaluesandRandomWalks(section1.5of“SpectralGraphTheory”byFanChung)Weighted(undirected)graphs:wehaveaweightfunctionw:VxV→Rsatisfying(a)w(u,v)=w(v,u)(b)w(u,v)≥0andifuandvarenotadjacent,w(u,v)=0.Thenthedegreedvofavert...
The graph in Fig. 6 displays the fraction of epithelial pixels that are correctly classified (correct) and those of other cell types that are classified as epithelium (incorrect). A classified image is shown at the bottom for reference. The image panel to the left demonstrates the pixels that...
Fan R. K. Chung, Specral Graph Theory, 1997, AMS, ISBN 0-821-80315-8. Francois Fouss et al, Some novel ways of computing dissimilarities between nodes of a graph, with application to collaborative filtering, comtemporary, Unite ISYS/IAG. Primary...