  1 {0,1,1}   0    0 S  {,,} SS  0 ,,

By con- structing a single cone P in the product space C[0, 1] × C[0, 1] and applying fixed point theorem in cones, we establish the existence of positive solutions for a system

If the interval [0, 1] can be mapped continuously onto the square [0, 1] 2 , then after partitioning [0, 1] into 2 n+m congruent subintervals and [0, 1] 2 into 2 n+m congruent

Dive [D] proved a converse of Newton’s theorem: if Ω contains 0, and is strongly star-shaped with respect to 0, and for all t > 1 and sufficiently close to 1, the uniform

Every 0–1 distribution on a standard Borel space (that is, a nonsingular borelogical space) is concentrated at a single point. Therefore, existence of a 0–1 distri- bution that does

Hence, in the Dirichlet-type and Neumann-type cases respectively, the sets P k used here are analogous to the sets (0, ∞) × T k+1 and (0, ∞) × S k , and we see that using the sets P

Taking care of all above mentioned dates we want to create a discrete model of the evolution in time of the forest.. We denote by x 0 1 , x 0 2 and x 0 3 the initial number of

3-dimensional loally symmetri ontat metri manifold is of onstant urvature +1. or

Zeuner, Wolf-Rainer, Die Höhe des Schadensersatzes bei schuldhafter Nichtverzinsung der vom Mieter gezahlten Kaution, ZMR, 1（（0,