For Orderly Pedestrian and Bicycle Traffic

We obtained the condition for ergodicity of the system, steady state system size probabilities, expected length of the busy period of the system, expected inventory level,

Making use, from the preceding paper, of the affirmative solution of the Spectral Conjecture, it is shown here that the general boundaries, of the minimal Gerschgorin sets for

The finite element method is used to simulate the variation of cavity pressure, cavity volume, mass flow rate, and the actuator velocity.. The finite element analysis is extended

Comparing to higher Chow groups, one sees that this vanishes for i > d + n for dimension (of cycles) reasons. The argument is the same as in Theorem 3.2. By induction on

Y ang , The existence of a nontrivial solution to a nonlinear elliptic boundary value problem of p-Laplacian type without the Ambrosetti–Rabinowitz condition, Non- linear Anal.

In these cases it is natural to consider the behaviour of the operator in the Gevrey classes G s , 1 < s < ∞ (for definition and properties see for example Rodino

In this paper, Zipf’s law, allometric scaling, and fractal relations will be integrated into the same framework based on hierarchy of cities, and, then, a model of playing cards will

In addition, we prove a (quasi-compact) base change theorem for rigid etale cohomology and a comparison theorem comparing rigid and algebraic etale cohomology of algebraic