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Elliptic translators on manifolds with point singularities
by
Sternin, B. Yu
, Savin, A. Yu
in
Difference and Functional Equations
/ Differential equations
/ Ellipticity
/ Fourier transforms
/ Interpreters
/ Intersections
/ Manifolds
/ Mathematics
/ Mathematics and Statistics
/ Ordinary Differential Equations
/ Partial Differential Equations
/ Singularities
/ Studies
/ Theorems
/ Topological manifolds
/ Translators
/ Variables
2012
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Elliptic translators on manifolds with point singularities
by
Sternin, B. Yu
, Savin, A. Yu
in
Difference and Functional Equations
/ Differential equations
/ Ellipticity
/ Fourier transforms
/ Interpreters
/ Intersections
/ Manifolds
/ Mathematics
/ Mathematics and Statistics
/ Ordinary Differential Equations
/ Partial Differential Equations
/ Singularities
/ Studies
/ Theorems
/ Topological manifolds
/ Translators
/ Variables
2012
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Do you wish to request the book?
Elliptic translators on manifolds with point singularities
by
Sternin, B. Yu
, Savin, A. Yu
in
Difference and Functional Equations
/ Differential equations
/ Ellipticity
/ Fourier transforms
/ Interpreters
/ Intersections
/ Manifolds
/ Mathematics
/ Mathematics and Statistics
/ Ordinary Differential Equations
/ Partial Differential Equations
/ Singularities
/ Studies
/ Theorems
/ Topological manifolds
/ Translators
/ Variables
2012
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Elliptic translators on manifolds with point singularities
Journal Article
Elliptic translators on manifolds with point singularities
2012
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Overview
We consider translators on manifolds with singularities of the type of a transversal intersection of smooth manifolds. We give the definition of ellipticity of translators, prove the finiteness (Fredholm property) theorem, and establish an index formula for the case of point singularities.
Publisher
SP MAIK Nauka/Interperiodica,Springer Nature B.V
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