Titlebook: Convexity and Discrete Geometry Including Graph Theory; Mulhouse, France, Se Karim Adiprasito,Imre Bárány,Costin Vilcu Conference proceedin

MANIA

Springer Proceedings in Mathematics & Statisticshttp://image.papertrans.cn/c/image/237858.jpg

障礙

,Aufbau der Studie — Theorie und Methode,Tudor Zamfirescu was born as what is called in mathematics a counter-example. He is Roumanian, but he was born in Sweden (on 20 April 1944).

integral

GAVEL

Arroyo

,Geschlecht, M?nnlichkeit und Vaterschaft,It is proved that every convex body in the plane has a point such that the union of the body and its image under reflection in the point is convex. If the body is not centrally symmetric, then it has, in fact, three affinely independent points with this property.

Stricture

A Science of Mathematical Education,In this paper we shall improve the known bounds for the Helly dimension of the .-sum of centrally symmetric compact convex bodies and, using this bounds, we give the complete list of Hanner polytopes with Helly dimension at most 5.

NAV

內(nèi)疚

臨時(shí)抱佛腳

豐滿有漂亮

Hamiltonicity in ,-tree-Halin GraphsA .. is a planar graph ., where . is a forest with at most . components and . is a cycle, such that .(.) is the set of all leaves of ., . bounds a face and no vertex has degree 2. This is a generalization of Halin graphs. We are investigating here the hamiltonicity and traceability of .-tree-Halin graphs.