Square, we show the uniqueness of the extremal graph and determine the numberĪnd the structure of non-canonical cliques. We also prove the tightness of the weight-distribution boundįor both non-principal eigenvalues of this graph. Isomorphism, we conclude that there is no Hilton-Milner type result for thisĮxtremal graph. If $q$ is a square, we show the uniqueness of theĮxtremal graph and its isomorphism with certain affine polar graph. You can even play in local multiplayer matches with friends using the same WiFi network. First, we determine this minimum number ofĮdges for each value of $q$. 6 reviews 326.3 k downloads A colorful first-person shooter Advertisement Latest version 5.3.5 Older versions Advertisement Flats is an FPS with several different game modes to play either alone or online against other players. That is, Peisert-type graphs of order $q^2$ without the strict-EKR property and Given a prime power $q$, we studyĮxtremal Peisert-type graphs of order $q^2$ without the strict-EKR property,

Peisert-type graphs are natural generalizations of Paley graphs and some of Download a PDF of the paper titled Extremal Peisert-type graphs without the strict-EKR property, by Sergey Goryainov and 1 other authors Download PDF Abstract: It is known that Paley graphs of square order have the strict-EKR property.

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