Introduction to R; Pivot Table

Abstract: In this paper, we investigate the uniqueness problems of meromorphic functions that share a small function with its differential polynomials, and give some results which

Charles Conley once said his goal was to reveal the discrete in the con- tinuous. The idea here of using discrete cohomology to elicit the behavior of continuous dynamical systems

A conformal spin structure of signature (2, 2) is locally induced by a 2- dimensional projective structure via the Fefferman-type construction if and only if any of the

Review of Lawson homology and related theories Suslin’s Conjecture Correspondences Beilinson’s Theorem More on Suslin’s (strong) conjeture.. An Introduction to Lawson

— Completely integrable systems, Korteweg-de Vries equations, harmonic maps, anti-self-dual connections, twistors theory.... that, in the best cases, these non linear equations

Despite this, these contributions did not mention the underlying concept of attribute reduction in ordered decision table with fuzzy decision and only proposed an approach to

At the end of the section, we will be in the position to present the main result of this work: a representation of the inverse of T under certain conditions on the H¨older

We extend the classical Gauss–Bonnet theorem for the Euclidean, elliptic, hyperbolic, and Lorentzian planes to the other three Cayley–Klein geometries of dimension two, all three