Campus Event Calendar
Event Entry
What and Who
Pathline Topology of 2D Time Dependent Vector Fields
Kuangyu Shi
Ringvorlesung
AG 1, AG 2, AG 3, AG 4, AG 5
AG Audience
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Date, Time and Location
Thursday, 19 January 2006
13:00
-- Not specified --
45 - FR 6.2 (E1 3)
016
Saarbrücken
Abstract
This is a talk about an approach to extracting a path line oriented
topological segmentation for periodic 2D time-dependent vector fields.
Topological methods aiming in capturing the asymptotic behavior of path
lines rarely exist because path lines are usually only defined over a
fixed time-interval, making statements about their asymptotic behavior
impossible. For the data class of periodic vector fields, this
restriction does not apply any more. This approach detects critical path
lines as well as basins from which the path lines.
topological segmentation for periodic 2D time-dependent vector fields.
Topological methods aiming in capturing the asymptotic behavior of path
lines rarely exist because path lines are usually only defined over a
fixed time-interval, making statements about their asymptotic behavior
impossible. For the data class of periodic vector fields, this
restriction does not apply any more. This approach detects critical path
lines as well as basins from which the path lines.
Contact
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Veronika Weinand, 01/17/2006 13:02
Veronika Weinand, 10/19/2005 13:11
Veronika Weinand, 10/19/2005 13:08 -- Created document.
Veronika Weinand, 10/19/2005 13:11
Veronika Weinand, 10/19/2005 13:08 -- Created document.