つくばリポジトリ JDSA 10 69
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q-series, which are also called basic hypergeometric series, plays a very important role in many fields, such as affine root systems, Lie algebras and groups, number theory,
Some useful bounds, probability weighted moment inequalities and variability orderings for weighted and unweighted reliability measures and related functions are presented..
One-dimensional Gibbs measures, on the other hand, are fields determined by simultaneous conditioning on past and future.. For the Markovian and exponentially continuous cases
The approach based on the strangeness index includes un- determined solution components but requires a number of constant rank conditions, whereas the approach based on
In Section 3, we study the determining number of trees, providing a linear time algorithm for computing minimum determining sets.. We also show that there exist trees for which
The motivation comes on the one hand from the study of the hyperanalytic Riemann boundary value problem with continuous coefficients [10] and on the other from the necessary and su
(9) As an application of these estimates for ⇡(x), we obtain the following result con- cerning the existence of a prime number in a small interval..
On the other hand, modeling nonlinear dynamics and chaos, with its origins in physics and applied mathematics, usually concerned with autonomous systems, very often