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Both the Stolarksy and Wythoff arrays are presented in Neil Sloane’s Classic Sequences [ 7 ], which also gives additional twentieth century references, including [ 2 ], where the
Moore made important contributions to Mathematical Analysis, Algebra and Geometry, and in his General Analysis [14], [15], [20], attempted an ambitious unifi- cation, justified by
Lately, in [1], the local reachability index has been characterized for a particular class of positive 2-D systems, which are a generalization of the systems presented in [2] and
In the study of the combinatorially symmetric TN completion problem [JKL], it is shown that for every partial TN matrix with specified entries corresponding to a monotonically
Polynomials (2.1) satisfy the following very useful identity originally formulated for so called contin- uous q − Hermite polynomials h n (can be found in e.g.. First assertions
In this article, we shall show a direct relation between these two infinite and finite determinants and also examine a shortcut of the calculation by the relation with a new
In this note we connect this result with properties of a certain set of extreme points of the unit Poisson process in the positive quadrant..
The first example of a family of bounded-degree graphs where the random walk exhibits cutoff in total-variation was provided only very recently, when the authors showed this for
