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Line 43: \| doi = 10.2307/1971195 \| jstor = 1971195 }}.</ref> Another important source of cospectral graphs are the point-collinearity graphs and the line-intersection graphs of [[incidence geometry\|point-line geometries]]. These graphs are always cospectral but are often non-isomorphic.<ref>See {{~~cite web\| first1=Andries~~ harv\|~~last1=~~Brouwer\|Haemers\|2011}} ~~first2~~in =[[spectral ~~Willem~~graph H.theory \|#external ~~last2~~links ~~= Haemers~~\|External ~~url=http://www~~links]].~~win.tue.nl/~aeb/2WF02/spectra.pdf \|title=Spectra of Graphs \|year=2011}}~~</ref> ==Cheeger inequality== Line 90: ==External links== * {{cite web\| first1=Andries \|last1=Brouwer\| first2 = Willem H. \| last2 = Haemers\| author-link = Andries Brouwer\| url=http://www.win.tue.nl/~aeb/2WF02/spectra.pdf \|title=Spectra of Graphs \|year=2011 \|ref =harv}} * {{cite web\| first1=Daniel \|last1=Spielman \|authorlink =Daniel Spielman \|url=http://www.cs.yale.edu/~spielman/PAPERS/SGTChapter.pdf \|title=Spectral Graph Theory \|year=2011}} [chapter from Combinatorial Scientific Computing] * {{cite web\| first1=Daniel \|last1=Spielman \|url=http://cs-www.cs.yale.edu/homes/spielman/sgta/ \|title=Spectral Graph Theory and its Applications \|year=2007}} [presented at FOCS 2007 Conference]

Spectral graph theory: Difference between revisions