Titlebook: ;

独轮车

Moderne Geriatrie und Akutmedizin. such that . for each vertex ., where . denotes the number of edges of . incident to .. The general matching problem asks the existence of a .-matching in a given graph. A set .(.) is said to have a . . if there exists a number . such that . and .. Without any restrictions the general matching prob

AUGUR

TEN

Moderne Identität und Gesellschaftry by Thurston lead to effective versions of the Riemann Mapping Theorem and motivated Schramm’s Monster Packing Theorem. Monster Packing implies the existence of contact representations of planar triangulations where each vertex . is represented by a homothetic copy of some smooth strictly-convex p

Glaci冰

Helmut A. Stickl,Christian Kunzhe vertex set is fixed but the edges have (discrete) time labels. Since the corresponding . (., .). problem is .-hard, it is natural to investigate whether relevant special cases exist that are computationally tractable. To this end, we study restrictions of the underlying (static) graph—there we ob

ERUPT

ALERT

镇痛剂

Saving Probe Bits by Cube Domination, low-dimensional (grid) relaxations of the problem. The design of optimal schemes remains an open problem, however one has to notice that even usual domination in hypercubes is far from being completely understood.

Jargon

匍匐

Equiangular Polygon Contact Representations,linear equations whose variables correspond to lengths of boundary segments of the .-gons. If the system has a non-negative solution, this yields the intended contact representation. If the solution of the system contains negative variables, these can be used as sign-posts indicating how to change t

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