Results 241 to 250 of about 623,025 (279)
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Oberwolfach Reports, 2012
A number of remarkable recent developments in many branches of discrete geometry have been presented at the workshop, some of them demonstrating strong interactions with other fields of mathematics (such as algebraic geometry, harmonic analysis, and topology). The field is very active with lots of open questions and many solutions.
Imre Bárány +2 more
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A number of remarkable recent developments in many branches of discrete geometry have been presented at the workshop, some of them demonstrating strong interactions with other fields of mathematics (such as algebraic geometry, harmonic analysis, and topology). The field is very active with lots of open questions and many solutions.
Imre Bárány +2 more
openaire +1 more source
Oberwolfach Reports, 2018
A number of important recent developments in various branches of discrete geometry were presented at the workshop. The presentations illustrated both the diversity of the area and its strong connections to other fields of mathematics such as topology, combinatorics or algebraic geometry.
Imre Bárány +2 more
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A number of important recent developments in various branches of discrete geometry were presented at the workshop. The presentations illustrated both the diversity of the area and its strong connections to other fields of mathematics such as topology, combinatorics or algebraic geometry.
Imre Bárány +2 more
openaire +1 more source
2014
Several significant new developments have been reported in many branches of discrete geometry at the workshop. The area has strong connections to other fields of mathematics for instance topology, algebraic geometry, combinatorics, and harmonic analysis. Discrete geometry is very active with hundreds of open questions and many solutions.
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Several significant new developments have been reported in many branches of discrete geometry at the workshop. The area has strong connections to other fields of mathematics for instance topology, algebraic geometry, combinatorics, and harmonic analysis. Discrete geometry is very active with hundreds of open questions and many solutions.
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Discrete combinatorial geometry
Pattern Recognition, 1997zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kenmochi, Yukiko +2 more
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2005
The workshop on Discrete Geometry was attended by 53 participants, many of them young researchers. In 13 survey talks an overview of recent developments in Discrete Geometry was given. These talks were supplemented by 16 shorter talks in the afternoon, an open problem session and two special sessions.
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The workshop on Discrete Geometry was attended by 53 participants, many of them young researchers. In 13 survey talks an overview of recent developments in Discrete Geometry was given. These talks were supplemented by 16 shorter talks in the afternoon, an open problem session and two special sessions.
openaire +1 more source
2017
A number of important recent developments in various branches of discrete geometry were presented at the workshop. The presentations illustrated both the diversity of the area and its strong connections to other fields of mathematics such as topology, combinatorics or algebraic geometry.
openaire +1 more source
A number of important recent developments in various branches of discrete geometry were presented at the workshop. The presentations illustrated both the diversity of the area and its strong connections to other fields of mathematics such as topology, combinatorics or algebraic geometry.
openaire +1 more source
2011
A number of remarkable recent developments in many branches of discrete geometry have been presented at the workshop, some of them demonstrating strong interactions with other fields of mathematics (such as algebraic geometry, harmonic analysis, and topology). The field is very active with lots of open questions and many solutions.
openaire +1 more source
A number of remarkable recent developments in many branches of discrete geometry have been presented at the workshop, some of them demonstrating strong interactions with other fields of mathematics (such as algebraic geometry, harmonic analysis, and topology). The field is very active with lots of open questions and many solutions.
openaire +1 more source
Discrete Differential Geometry
2009This is the collection of extended abstracts for the 26 lectures and the open problems session at the second Oberwolfach workshop on Discrete Differential Geometry.
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Cybernetics and Systems Analysis, 2006
A special metric space is constructed in which three systems of axioms are introduced that are discrete analogs of non-Euclidean, projective, and the Euclidean geometries. The obtained geometries preserve important characteristics inherent in a Euclidian plane, which makes them more concretely defined and convenient.
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A special metric space is constructed in which three systems of axioms are introduced that are discrete analogs of non-Euclidean, projective, and the Euclidean geometries. The obtained geometries preserve important characteristics inherent in a Euclidian plane, which makes them more concretely defined and convenient.
openaire +1 more source