わが国のコモディティ投資信託とETF

The main objective of this paper is to establish explicit bounds on certain inte- gral inequalities and their discrete analogues which can be used as tools in the study of some

These results are motivated by the bounds for real subspaces recently found by Bachoc, Bannai, Coulangeon and Nebe, and the bounds generalize those of Delsarte, Goethals and Seidel

The idea of applying (implicit) Runge-Kutta methods to a reformulated form instead of DAEs of standard form was first proposed in [11, 12], and it is shown that the

In this paper, we establish some iterative methods for solving real and complex zeroes of nonlinear equations by using the modified homotopy perturbation method which is mainly due

In this chapter, we shall introduce light affine phase semantics, which is meant to be a sound and complete semantics for ILAL, and show the finite model property for ILAL.. As

In addition, the purpose of this paper is to demonstrate the proposed models and methods with various scenarios for real data analysis for comparing asymmetric distributions for

Two distinct systems of complex numbers in n dimensions are described in this paper, for which the multiplication is associative and commutative, and which are rich enough in

., which were found to be optimal for free clusters, those confined in a circle, and, as we will see below, are optimal for those confined in a hexagon; (ii) triangular numbers, of