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초록· 키워드
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We use the finite method developed by C. Athanasiadis based on Crapo-Rota's theorem to give a complete formula for the characteristic polynomial of hyperplane arrangements $\cJ_n$ consisting of the hyperplanes $x_i+x_j=1$, $x_k=0$, $x_l=1$, $ 1\leq i, j, k, l\leq n$.
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참고문헌 (6)
참고문헌 신청
C. A. Athanasiadis / 1996 / Characteristic polynomials of subspace arrangements and finite fields / Adv. Math. 122(2):193~233
송정민 / 2017 / On certain hyperplane arrangements and colored graphs / 대한수학회보 54(2):375~382
송정민 / 2017 / ENUMERATION OF GRAPHS AND THE CHARACTERISTIC POLYNOMIAL OF THE HYPERPLANE ARRANGEMENTS Jn / 대한수학회지 54(5):1595~1604
J. Song / Characteristic polynomial of certain hyperplane arrangements through graph theory
J. Song / Enumeration of graphs with given weighted number of connected components / Bull. Korean Math. Soc.
송정민 / 2017 / On certain hyperplane arrangements and colored graphs / 대한수학회보 54(2):375~382
송정민 / 2017 / ENUMERATION OF GRAPHS AND THE CHARACTERISTIC POLYNOMIAL OF THE HYPERPLANE ARRANGEMENTS Jn / 대한수학회지 54(5):1595~1604
J. Song / Characteristic polynomial of certain hyperplane arrangements through graph theory
J. Song / Enumeration of graphs with given weighted number of connected components / Bull. Korean Math. Soc.
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