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9780260686190: On Shortest Paths Between Two Convex Polyhedra (Classic Reprint)
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Excerpt from On Shortest Paths Between Two Convex Polyhedra

As a matter of fact, the problem we face here can be formulated as that of calculating all possible sequences of edges of B which can be crossed by shortest paths from any point on e to any point on e'. If we had all these sequences available, then we could unfold each such sequence C in turn so as to make the middle portion of the corresponding candidate path into a straight segment, and then find the shortest path from so to Z constrained to contain such a segment, a task which can be accomplished in much the same way as was done in Sections 3 and 4.

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  • EditoreForgotten Books
  • Data di pubblicazione2018
  • ISBN 10 0260686190
  • ISBN 13 9780260686190
  • RilegaturaCopertina rigida
  • Numero di pagine30

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Altre edizioni note dello stesso titolo

9781342058614: On Shortest Paths Between two Convex Polyhedra

Edizione in evidenza

ISBN 10:  1342058615 ISBN 13:  9781342058614
Casa editrice: Palala Press, 2015
Rilegato

  • 9781332173211: On Shortest Paths Between Two Convex Polyhedra (Classic Reprint)

    Forgot..., 2018
    Brossura

  • 9781378112892: On Shortest Paths Between two Convex Polyhedra

    Palala..., 2012
    Brossura

  • 9781179793030: On Shortest Paths Between Two Convex Polyhedra

    Nabu P..., 2011
    Brossura

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