Convergence of a fully discrete finite element method for a degenerate parabolic system modelling nematic liquid crystals with variable degree of orientation

Published versio

Immediate Experience and

This paper connects disparate existing ideas. It does not follow a logical deductive path. It starts in many places and leads many places to paint a picture of reality that is consistent with what we know, internally coherent and extraordinary in its implications. Our two fundamental assumptions are a crossroads where these paths meet and diverge. There are many reasons for adopting these assumptions and many implications of them. The journey across this terrain is more intuitive than intellectual but it is an intuition firmly rooted in intellec

Acta Math. Univ. Comenianae Vol. LX, 2(1991), pp. 185--194

this paper is establish sufficient conditions for the existence of solutions for neutral equations of the form (A \Sigma

Alteration of neuronal metabolism of cholesterol by APP

n/

The Classical Mechanics of One-Dimensional of Infinitely Many Particles I. An

Abstract. We prove a global existence and uniqueness theorem for solutions of the classical equations of motion for a one-dimensional system of infinitely many particles interacting by finite-range two-body forces which satisfy a Lipschitz condition