This paper deals with the solution of the generalized k-dimensional random flight problem,
where the paths are distributed according to given probability functions and where the …

After having shown, how a particular problem of light diffraction can be reduced to a purely
mathematical problem in the Fresnel representation, the author considers the most general …

Abstract Words varying in length (one, two, and three syllables) and in frequency (high and
low) were presented to subjects in isolation, in a short context, and in a long context. Each …

… in Grosjean & Soares, 1986, and criticized in Grosjean, 1988) in favor of our current
interactive activation model. In concluding this first part, I stress once again the importance of the …

Let a scalar initial-value problem involving a first-order differential equation be of such
nature that it defines uniquely a real-valued particular solution $y(x), \forall x \in \mathcal{F} \…

… Tom and Carl were inserted in "During the first few days, we'll tell him to copy _._ constantly,"
and Palll was inserted in "During the last few days, we'll tell him to copy __ constantly." The …

Plateau, Joseph–Antoine–Ferdinand, was born in Brussels on the 14th October 1801.
Raised in an artistic environment (his father, a native of Tournai, had a remarkable talent for …

In this paper, it is proven that the zeros of the Legendre polynomials P n (x) satisfy the inequality
(1 − x j − 1 (n) )(1 − x j + 1 (n) ) < (1 − x j (n) ) 2 , ∀jϵ {2, 3,…,n − 1}, ∀nϵ {3, 4,…}. This …

The Problema Bovinum of Archimedes is a mathematical question, verbally formulated by way
of a Greek epigram, about the composition of an imaginary herd consisting of four kinds of …

This article is especially written in memory of the great mathematician PL Chebyshev. It
contains four unrelated problems of diversified nature whose solutions are ultimately expressed …