Invariant thinning

to connected objects

Location: Deutsche Nationalbibliothek Frankfurt am Main

Dimensions: 21 cm

Extent: 37 S.

Language: Englisch

Notes: graph. Darst.
Literaturverz. S. 26 - 29

Bibliographic citation: Hamburger Beiträge zur angewandten Mathematik ; 65Reihe A

Event: Veröffentlichung

(where): Hamburg

(who): Inst. für Angewandte Mathematik

(when): 1993

Creator: Eckhardt, Ulrich
Maderlechner, Gerd

Table of contents: https://d-nb.info/930756304/04

Rights: Bei diesem Objekt liegt nur das Inhaltsverzeichnis digital vor. Der Zugriff darauf ist unbeschränkt möglich.

Last update: 11.06.2025, 2:03 PM CEST

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Associated

Eckhardt, Ulrich
Maderlechner, Gerd
Inst. für Angewandte Mathematik

Time of origin

1993

Other Objects (12)

Invariant theory

Invariant subspaces

Invariant manifolds

Konferenzschrift | Kongress

Invariant theory

A glueing formula for the η-invariant [eta-invariant]

Geometric invariant theory

Geometric invariant Theory

Invariant perfect tensors

Multiplicative invariant theory

Geometric invariant theory

Computational invariant theory

Invariant theory

Invariant subspaces

Invariant manifolds

Konferenzschrift | Kongress

Invariant theory

A glueing formula for the η-invariant [eta-invariant]

Geometric invariant theory

Geometric invariant Theory

Invariant perfect tensors

Multiplicative invariant theory

Geometric invariant theory

Computational invariant theory

Invariant theory

Invariant subspaces

Invariant manifolds

Konferenzschrift | Kongress

Invariant theory

A glueing formula for the η-invariant [eta-invariant]

Geometric invariant theory

Geometric invariant Theory

Invariant perfect tensors

Multiplicative invariant theory

Geometric invariant theory

Computational invariant theory

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Invariant thinning

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Associated

Time of origin

Other Objects (12)

Invariant theory

Invariant subspaces

Invariant manifolds

Invariant theory

A glueing formula for the η-invariant [eta-invariant]

Geometric invariant theory

Geometric invariant Theory

Invariant perfect tensors

Multiplicative invariant theory

Geometric invariant theory

Computational invariant theory

Computational invariant theory

Invariant theory

Invariant subspaces

Invariant manifolds

Invariant theory

A glueing formula for the η-invariant [eta-invariant]

Geometric invariant theory

Geometric invariant Theory

Invariant perfect tensors

Multiplicative invariant theory

Geometric invariant theory

Computational invariant theory

Computational invariant theory

Invariant theory

Invariant subspaces

Invariant manifolds

Invariant theory

A glueing formula for the η-invariant [eta-invariant]

Geometric invariant theory

Geometric invariant Theory

Invariant perfect tensors

Multiplicative invariant theory

Geometric invariant theory

Computational invariant theory

Computational invariant theory

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