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Lavor C., Liberti L., Lodwick W.A., da Costa T.M. An Introduction to Distance Geometry applied to Molecular Geometry

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Lavor C., Liberti L., Lodwick W.A., da Costa T.M. An Introduction to Distance Geometry applied to Molecular Geometry
Springer International Publishing AG, 2017. — 59 p. — (SpringerBriefs in Computer Science) — ISBN: 3319571826.
This book is a pedagogical presentation aimed at advanced undergraduate students, beginning graduate students and professionals who are looking for an introductory text to the field of Distance Geometry, and some of its applications.
This versions profits from feedback acquired at undergraduate/graduate courses in seminars and a number of workshops.
Distance geometry (DG) is a distinct mathematical research area which includes mathematics and computer science as fundamental components. The fundamental problem of DG is to determine the spatial locations (coordinates) for a set of points, in a given geometric space, using distances between some of them.
The Distance Geometry Problem (DGP)
From Continuous to Discrete
The Discretizable Distance Geometry Problem (DDGP3)
The Discretizable Molecular Distance
Distance Geometry and Molecular Geometry
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