- 1966 (x)
- Eddie Adams photographic archive (x)
- Kac, Mark (x)
- Search results
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![Can You Hear the Shape of a Drum? (Complete Version) [Reel 1 of 2; Composite]; Can You Hear the Shape of a Drum? (Complete Version) [Reel 1 of 2; Composite]](/islandora/object/islandora%3A2500/datastream/TN/view?solr_nav%5Bid%5D=a283dc8aec3c18d20275&solr_nav%5Bpage%5D=0&solr_nav%5Boffset%5D=0)
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Title
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Can You Hear the Shape of a Drum? (Complete Version) [Reel 1 of 2; Composite], Can You Hear the Shape of a Drum? (Complete Version) [Reel 1 of 2; Composite]
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Identifier
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e_math_01271
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Contributor
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Kac, Mark
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Dates
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1966
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Resource
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Mathematical Association of America records
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Description
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Mark Kac lectures on the degree to which the shape of a vibrating membrane is determined by its eigenvalues, or normal modes of vibration. This version includes the Weiner integral, and more. Knowledge of the phenomena of Brownian motion and diffusion will be helpful to the viewer.
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![Can You Hear the Shape of a Drum? (Complete Version) [Reel 2 of 2; Composite]](/islandora/object/islandora%3A2501/datastream/TN/view?solr_nav%5Bid%5D=a283dc8aec3c18d20275&solr_nav%5Bpage%5D=0&solr_nav%5Boffset%5D=1)
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Title
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Can You Hear the Shape of a Drum? (Complete Version) [Reel 2 of 2; Composite], Can You Hear the Shape of a Drum? (Complete Version) [Reel 2 of 2; Composite]
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Identifier
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e_math_01272
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Contributor
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Kac, Mark
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Dates
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1966
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Resource
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Mathematical Association of America records
-
Description
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Mark Kac lectures on the degree to which the shape of a vibrating membrane is determined by its eigenvalues, or normal modes of vibration. This version includes the Wiener integral, and more. Knowledge of the phenomena of Brownian motion and diffusion will be helpful to the viewer.
