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New plethysm operation, Chern characters of exterior and symmetric powers with applications to Stiefel—Whitney classes of grassmannians
<span title="">1993</span>
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<a target="_blank" rel="noopener" href="https://fatcat.wiki/container/elaf5sq7lfdxfdejhkqbtz6qoq" style="color: black;">Theoretical Computer Science</a>
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., New plethysm operation, Checn characters of exterior and symmetric powers with applications to Stiefel-Whitney classes of gcassmannians, Theoretical Computer Science 117 (1993) 289-301. ...
In this paper a new plethysm operation is proposed and a technique for coefficient extraction for a fairly general class of symmetric power series (e.g. multiplicative sequences of the theory of ? ...
,<i,<N Chern classes and Stiefel-Whitney classes of the second exterior power A2 5 Let EzsN be the polynomial corresponding to the kth Chern class of the second exterior power A*& i.e. ...
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Page 4961 of Mathematical Reviews Vol. , Issue 94i
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<span title="">1994</span>
<i title="American Mathematical Society">
<a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a>
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Krasil'shchik (Moscow)
94i:05108 05E05 57R20
Svrtan, Dragutin (CT-ZAGR; Zagreb)
New plethysm operation, Chern characters of exterior and symmetric powers with applications to Stiefel-Whitney classes of ...
Formulas are given for the Chern character of exterior and symmetric powers of a vector bundle, and for Chern and Stiefel-Whitney classes of a second exterior power. ...
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Page 1313 of Mathematical Reviews Vol. 26, Issue Index
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ISBN 981-02-0809-X (Dennis Dieks) 94m:00010 00A79 (00A30, 03D80, 68Q70, 81P05)
Svrtan, Dragutin New plethysm operation, Chern characters of exterior and symmetric powers with applications to Stiefel-Whitney ...
classes of Grassmannians. ...
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