Results 261 to 270 of about 40,321 (314)
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2021
This chapter presents a collection of theorems in geometry and topology, proved in the twenty-first, which are at the same time great and easy to understand. The chapter is written for undergraduate and graduate students interested in geometry and topology, as well as for mathematicians working in other areas of mathematics, who would like to learn ...
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This chapter presents a collection of theorems in geometry and topology, proved in the twenty-first, which are at the same time great and easy to understand. The chapter is written for undergraduate and graduate students interested in geometry and topology, as well as for mathematicians working in other areas of mathematics, who would like to learn ...
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2011
The representation of geometrical properties of spatial objects as well as of their structural aspects (topology) is crucial for GIS operations, analyses and visualizations. This chapter introduces the most important geometrical and topological concepts, considering the two dimensional as well as the three dimensional case.
Gerhard Gröger, Betsy George
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The representation of geometrical properties of spatial objects as well as of their structural aspects (topology) is crucial for GIS operations, analyses and visualizations. This chapter introduces the most important geometrical and topological concepts, considering the two dimensional as well as the three dimensional case.
Gerhard Gröger, Betsy George
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1989
This volume presents some of the longstanding research problems of Geometry and Topology. It includes new aspects of mathematical research problems that will be of greatest value to all scientists working within these areas.
G Stratopoulos, G Rassias
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This volume presents some of the longstanding research problems of Geometry and Topology. It includes new aspects of mathematical research problems that will be of greatest value to all scientists working within these areas.
G Stratopoulos, G Rassias
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Topology and Geometry of Biopolymers
1996This paper is concerned with some simple lattice models of the entanglement complexity of polymers in dilute solution, with special reference to biopolymers such as DNA. We review a number of rigorous results about the asymptotic behaviour of the knot probabihty, the entanglement complexity and the writhe of a lattice polygon (as a model of a ring ...
E. J. Janse van Rensburg +4 more
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1999
We provide here some concrete examples in which it is possible to compute the Seiberg-Witten invariants for some classes of four-manifolds.
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We provide here some concrete examples in which it is possible to compute the Seiberg-Witten invariants for some classes of four-manifolds.
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Molecular Topology and Geometry
1977Three main topics will be considered in this chapter, each of then corresponding to one of three major computing steps preceeding the calculation and minimisation of molecular potential energy and, therefore, all other calculations under the programming system: (a) analysis of molecular topology, (b) generation of lists of ...
Svetozar R. Niketić, Kjeld Rasmussen
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Physics, Geometry and Topology
1990Part one comprises 12 lectures. A recurring theme in a number of the lectures is the Yang-Baxter relation which characterizes a very large class in integrable systems, including many state models, two-dimensional conformal field theory, quantum field theory, and quantum gravity in 2+1 dimensions ...
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2017
Attempts to understand the phenomenon of the robustness of the values of the Hall conductivity in quantum Hall systems led to the idea of characterizing the ground state of many electron systems using topological invariants. The discovery of the so called geometric phase in quantum systems led to the exploration of the quantum geometry of many electron
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Attempts to understand the phenomenon of the robustness of the values of the Hall conductivity in quantum Hall systems led to the idea of characterizing the ground state of many electron systems using topological invariants. The discovery of the so called geometric phase in quantum systems led to the exploration of the quantum geometry of many electron
openaire +1 more source