Traceability of locally hamiltonian and locally traceable graphs

If $mathcal{P}$ is a given graph property, we say that a click here graph $G$ is locally $mathcal{P}$ if $langle N(v) angle$ has property $mathcal{P}$ for every $v in V(G)$ where $langle N(v) angle$ is the induced graph on the open neighbourhood of the vertex $v$.Pareek and Skupien (C.M.Pareek and Z.Skupien , On the smallest non-Hamiltonian local

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European UNESCO Geoparks: Introduction to Part I

The concept of the volume is to survey all the key geoparks throughout Europe in terms of their palaeontological significance.The first 25 articles in this Part cover the neflintw-r6mpw long span of geological time g35 coupe fender from the Precambrian to the Permian, arranged in chronostratigraphic order.These document some of the most important e

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