On Finsler spaces with unified main scalar (LC) of the form \(L^2C^2=f(y)+g(x)\) (Q2837252)
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scientific article; zbMATH DE number 6186418
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On Finsler spaces with unified main scalar (LC) of the form \(L^2C^2=f(y)+g(x)\) |
scientific article; zbMATH DE number 6186418 |
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10 July 2013
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main scalar
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Berwald metrics
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Landsberg metrics
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On Finsler spaces with unified main scalar (LC) of the form \(L^2C^2=f(y)+g(x)\) (English)
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The paper deals with Finsler spaces for which the unified main scalar is of the form \(L^2C^2=f(y)+g(x)\). There are given some locally necessary and sufficient conditions for a Finsler space to be Berwald or Landsberg in terms of unified main scalar of this type.
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0.868216335773468
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0.8361247181892395
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