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Gradient Formula for Linearly Self-Interacting Branes
by
Battye, Richard A.
, Carter, Brandon
, Uzan, Jean-Philippe
in
Branes
/ Differential geometry
/ Exact sciences and technology
/ Geometry
/ Mathematical analysis
/ Mathematics
/ Operator theory
/ Sciences and techniques of general use
/ Tensors
2003
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Gradient Formula for Linearly Self-Interacting Branes
by
Battye, Richard A.
, Carter, Brandon
, Uzan, Jean-Philippe
in
Branes
/ Differential geometry
/ Exact sciences and technology
/ Geometry
/ Mathematical analysis
/ Mathematics
/ Operator theory
/ Sciences and techniques of general use
/ Tensors
2003
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Do you wish to request the book?
Gradient Formula for Linearly Self-Interacting Branes
by
Battye, Richard A.
, Carter, Brandon
, Uzan, Jean-Philippe
in
Branes
/ Differential geometry
/ Exact sciences and technology
/ Geometry
/ Mathematical analysis
/ Mathematics
/ Operator theory
/ Sciences and techniques of general use
/ Tensors
2003
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Journal Article
Gradient Formula for Linearly Self-Interacting Branes
2003
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Overview
The computation of long range linear self-interaction forces in string and higher dimensional brane models requires the evaluation of the gradients of regularised values of divergent self-interaction potentials. It is shown that the appropriately regularised gradient in directions orthogonal to the brane surface will always be obtainable simply by multiplying the regularised potential components by just half the trace of the second fundamental tensor, except in the hypermembrane case for which the method fails. Whatever the dimension of the background this result is valid provided the codimension is two (the hyperstring case) or more, so it can be used for investigating brane-world scenarios with more than one extra space dimension.
Publisher
Springer,Springer Nature B.V
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