public class LeviCivitaSimplifyTransformation extends Object implements cc.redberry.core.transformations.TransformationToStringAble
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LeviCivitaSimplifyTransformation(LeviCivitaSimplifyOptions options) |
LeviCivitaSimplifyTransformation(cc.redberry.core.tensor.SimpleTensor leviCivita,
boolean minkowskiSpace)
Creates transformation, which simplifies combinations of Levi-Civita tensors in Euclidean or Minkowski space.
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LeviCivitaSimplifyTransformation(cc.redberry.core.tensor.SimpleTensor leviCivita,
boolean minkowskiSpace,
cc.redberry.core.transformations.Transformation simplifications)
Creates transformation, which simplifies combinations of Levi-Civita tensors in Euclidean or Minkowski space.
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LeviCivitaSimplifyTransformation(cc.redberry.core.tensor.SimpleTensor leviCivita,
boolean minkowskiSpace,
cc.redberry.core.transformations.Transformation simplifications,
cc.redberry.core.transformations.Transformation overallSimplifications)
Creates transformation, which simplifies combinations of Levi-Civita tensors in Euclidean or Minkowski space.
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public LeviCivitaSimplifyTransformation(cc.redberry.core.tensor.SimpleTensor leviCivita,
boolean minkowskiSpace)
leviCivita - tensor, which will be considered as Levi-Civita tensorminkowskiSpace - if true, then Levi-Civita tensor will be considered in Minkowski
space (so e.g. e_abcd*e^abcd = -24), otherwise in Euclidean space
(so e.g. e_abcd*e^abcd = +24)public LeviCivitaSimplifyTransformation(cc.redberry.core.tensor.SimpleTensor leviCivita,
boolean minkowskiSpace,
cc.redberry.core.transformations.Transformation simplifications)
leviCivita - tensor, which will be considered as Levi-Civita tensorminkowskiSpace - if true, then Levi-Civita tensor will be considered in Minkowski
space (so e.g. e_abcd*e^abcd = -24), otherwise in Euclidean space
(so e.g. e_abcd*e^abcd = +24)simplifications - additional transformations applied to each simplified combination of Levi-Civita tensorspublic LeviCivitaSimplifyTransformation(cc.redberry.core.tensor.SimpleTensor leviCivita,
boolean minkowskiSpace,
cc.redberry.core.transformations.Transformation simplifications,
cc.redberry.core.transformations.Transformation overallSimplifications)
leviCivita - tensor, which will be considered as Levi-Civita tensorminkowskiSpace - if true, then Levi-Civita tensor will be considered in Minkowski
space (so e.g. e_abcd*e^abcd = -24), otherwise in Euclidean space
(so e.g. e_abcd*e^abcd = +24)simplifications - additional transformations applied to each simplified combination of Levi-Civita tensorsoverallSimplifications - additional transformations applied to each simplified product of Levi-Civita tensorspublic LeviCivitaSimplifyTransformation(LeviCivitaSimplifyOptions options)
public cc.redberry.core.tensor.Tensor transform(cc.redberry.core.tensor.Tensor t)
transform in interface cc.redberry.core.transformations.Transformationpublic String toString()
public String toString(cc.redberry.core.context.OutputFormat outputFormat)
toString in interface cc.redberry.core.context.ToStringCopyright © 2016. All rights reserved.