vol7_pp01-20. 236KB Jun 04 2011 12:06:15 AM
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To complete the “concrete” proof of the “al- gebraic implies automatic” direction of Theorem 4.1.3, we must explain why the field of p-quasi-automatic series is closed
conjecture of Gross for the Stickelberger element of the maximal abelian extension over the rational function field unramified out- side a set of four degree-one places.. In order
In this article we study the problem of finding such finite groups that the modular forms associated with all elements of these groups by means of a certain faithful representation
From a block-ordered right coprime decomposition of a rational matrix of the given periodic collection, the corresponding block-ordered right coprime decompositions of the
Although we do not know the minimum spectral norm for all cases where n = 2 m , we will prove in Theorem 3.5 that any tournament matrix of even order that attains the minimum
For the reverse implication, we need to show that if (1.1)is true for all pairs of positive-definite matrices A and B then the inequalities in the left-hand column of Table 1
Combining Lemmas 2.2, 2.3 with Theorem 3.1, we may calculate lower bounds for τ ( A ) which depend on the entries of matrix A when A is a strictly diagonally dominant M
In this paper, we give another proof of this theorem making use of a general result (Theorem 3.5) according to which the inverse of an n × n interval matrix can be computed from
