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Published by: Massachusetts Institute of Technology  Language: English
Published by: Massachusetts Institute of Technology  Language: English
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This course offers an introduction to discrete and computational geometry. Emphasis is placed on teaching methods in combinatorial geometry. Many results presented are recent, and include open (as yet unsolved) problems.
Author(s):
Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: 18319fall2005.zip
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
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Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pset1.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Assignments
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pset4.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Assignments
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pset3.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Assignments
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pset5.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Assignments
Share in:
OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pset2.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Assignments
Share in:
OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pset6.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Assignments
Share in:
OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: ackerman.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Readings
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: pach.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Readings
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: salman.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: jingbin.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: daniel.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: crossdecay_l.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
File: amanda2.pdf
This OER is part of OCW: 18.319 Geometric Combinatorics (MIT)
Published under: /Projects
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OCW Authors:
Inherited Tag(s):
 mathematics
 discrete geometry
 computational geometry
 convex partitions
 binary space partitions
 art gallery problems
 planar graphs
 pseudotriangulations
 encompassing graphs
 geometric graphs
 crossing numbers
 extremal graph theory
 gallaisylvester problems
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