Browsing by Author "HUANG, TY"
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Item type:Item, A UNIFIED APPROACH TO A CHARACTERIZATION OF GRASSMANN GRAPHS AND BILINEAR-FORMS GRAPHS(1994-07-01) ;FU, TS ;HUANG, TY ;應用數學系Department of Applied MathematicsItem type:Item, (S, R, MU)-NETS AND ALTERNATING FORMS GRAPHS(1993-04-28) ;HUANG, TY ;LAURENT, M ;應用數學系Department of Applied MathematicsItem type:Item, SPECTRAL CHARACTERIZATION OF ODD GRAPHS OK, K-LESS-THAN-OR-EQUAL-TO-6(1994) ;HUANG, TY ;應用數學系Department of Applied MathematicsLet k be an integer with k greater-than-or-equal-to 2. The Odd graph O(k) has the (k - 1)-subsets of {1,2,...,2k - 1} as vertices, and two vertices are adjacent if and only if their corresponding subsets are disjoint. We prove that the odd graphs O(k) (k less-than-or-equal-to 6) are characterized by their spectra among connected regular graphs.