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Stokesov in Gaussov izrekVrabec, Jože, 1940-Dokaz posplošenega Stokesovega izreka za diferencialne forme je preveden v popolna in dovolj enostavna dokaza klasičnega Stokesovega in Gaussovega izreka. Pred samim dokazom so strogo definirani ... gladke krivulje in ploskve v 3-razsežnem prostoru ter krivuljni in ploskovni integrali.Source: Obzornik za matematiko in fiziko. - ISSN 0473-7466 (Let. 36, št. 1, 1989, str. 1-12; Let. 36, št. 2, 1989, str. 33-43)Type of material - article, component partPublish date - 1989Language - slovenianCOBISS.SI-ID - 11711234
Author
Vrabec, Jože, 1940-
Topics
matematika |
analiza |
gladke krivulje |
gladke ploskve |
orientacija |
krivuljni integrali |
Stokesov izrek |
Greenova formula |
Gaussov izrek |
mathematics |
analysis |
smooth curves |
smooth surfaces |
orientation |
curve integrals |
surface integrals |
Stokes' theorem |
Green's formula |
Gauss' theorem
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Vrabec, Jože, 1940- | 00724 |
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