نتایج جستجو برای: signed total roman k

تعداد نتایج: 1176208  

Journal: :etudes de langue et littérature francaises 2011
massoud nazridoust

etant donné le rapport réciproque entre la société et la littérature, et vu la dominance extraordinaire du roman, à l'état actuel, sur les autres expressions littéraires, on ne peut s'empêcher de s'interroger sur la cause et l'origine de la primauté du genre romanesque. certes, le roman ne date pas du xixe siècle; il est l'un des héritages des siècles précédents. néanmoins, son déploiement est ...

Journal: :CoRR 2011
Christian Laus Dirk Oliver Theis

Regular signed SAT is a variant of the well-known satisfiability problem in which the variables can take values in a fixed set V ⊂ [0, 1], and the literals have the form “x ≤ a” or “x ≥ a” instead of “x” or “x̄”. We answer some open question regarding random regular signed k-SAT formulas: The probability that a random formula is satisfiable increases with |V |; there is a constant upper bound on...

2007
Rameen Beroukhim Gad Getz Leia Nghiemphu Jordi Barretina Teli Hsueh David Linhart Igor Vivanco Jeffrey C. Lee Julie H. Huang Sethu Alexander Jinyan Du Tweeny Kau Roman K. Thomas Kinjal Shah Horacio Soto Sven Perner John Prensner Ralph M. Debiasi Francesca Demichelis Charlie Hatton Mark A. Rubin Levi A. Garraway Stan F. Nelson Linda Liau Paul Mischel Tim F. Cloughesy Matthew Meyerson Todd A. Golub Eric S. Lander Ingo K. Mellinghoff

Rameen Beroukhim*, Gad Getz*, Leia Nghiemphu, Jordi Barretina, Teli Hsueh, David Linhart, Igor Vivanco, Jeffrey C. Lee, Julie H. Huang, Sethu Alexander, Jinyan Du, Tweeny Kau, Roman K. Thomas, Kinjal Shah, Horacio Soto, Sven Perner, John Prensner, Ralph M. Debiasi, Francesca Demichelis, Charlie Hatton, Mark A. Rubin, Levi A. Garraway, Stan F. Nelson, Linda Liau, Paul Mischel, Tim F. Cloughesy, ...

2006
Yuanan DIAO Kenneth HINSON

It is well-known that the Jones polynomial of a knot is closely related to the Tutte polynomial of a special graph obtained from a regular projection of the knot. In this paper, we study the Tutte polynomials for signed graphs. We show that if a signed graph is constructed from a simpler graph via k-thickening or k-stretching, then its Tutte polynomial can be expressed in terms of the Tutte pol...

Journal: :SIAM J. Discrete Math. 2013
Leonidas S. Pitsoulis Konstantinos Papalamprou

In this paper we employ Tutte’s theory of bridges to derive a decomposition theorem for binary matroids arising from signed graphs. The proposed decomposition differs from previous decomposition results on matroids that have appeared in the literature in the sense that it is not based on k-sums, but rather on the operation of deletion of a cocircuit. Specifically, it is shown that certain minor...

2016
Feng Qi

and that the Bernoulli numbers of the second kind bn for n > 0 may be generated by x ln(1+x) = ∑ ∞ n=0 bnx . In combinatorics, the signed Stirling number of the first kind s(n, k) may be defined such that the number of permutations of n elements which contain exactly k permutation cycles is the nonnegative number |s(n, k)| = (−1)s(n, k). The Bernoulli numbers of the second kind bn are also call...

Journal: :Optimization Methods and Software 2020

Journal: :Czechoslovak Mathematical Journal 1994

Journal: :Czechoslovak Mathematical Journal 2007

Journal: : 2021

Ça?da? Türkmen Edebiyat?’n?n en önemli ?air ve yazarlar?ndan biri olan Övezdurdu Nepesov birçok ?iir, roman, hikâye tiyatro gibi eserler vererek geli?mesinde rol üstlenmi?tir. Türk dünyas? ile ilgili ?imdiye kadar çal??ma yap?lm??t?r. Ancak Nepesov’un Türkmenistan’da tan?nmas?n?n yan?da Türkiye’de yeterince bilinmemesi münasebetiyle böyle bir ihtiyac? has?l olmu?tur. Bu ele al?n?rken roman ince...

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