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[PDF][PDF] Regular elements of finite reflection groups

Inventiones mathematicae, 1974 - mathweb.ucsd.edu
If G is a finite reflection group in a finite dimensional vector space V then ve V is called
regular if no nonidentity element of G fixes v. An element ge G is regular if it has a regular …
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[PDF] ucsd.edu

[PDF][PDF] Regular Elements of Finite Reflection Groups

TA Springer - math.ucsd.edu
If G is a finite reflection group in a finite dimensional vector space V then ve V is called
regular if no nonidentity element of G fixes v. An element ge G is regular if it has a regular …

[引用][C] Regular Elements of Finite Reflection Groups.

TA Springer - Inventiones mathematicae, 1974 - dml.mathdoc.fr
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[引用][C] Regular elements of finite reflection groups

TA Springer - Inventiones mathematicae, 1974 - Springer
If G is a finite reflection group in a finite dimensional vector space V then ve V is called
regular if no nonidentity element of G fixes v. An element ge G is regular if it has a regular …

[引用][C] Regular Elements of Finite Reflection Groups.

TA Springer - Inventiones Mathematicae, 1974 - ui.adsabs.harvard.edu

[引用][C] Regular elements of finite reflection groups

TA Springer - Inventiones Mathematicae, 1974 - cir.nii.ac.jp
[PDF] ucsd.edu

[PDF][PDF] Regular Elements of Finite Reflection Groups

TA Springer - math.ucsd.edu
If G is a finite reflection group in a finite dimensional vector space V then ve V is called
regular if no nonidentity element of G fixes v. An element ge G is regular if it has a regular …

[引用][C] Regular Elements of Finite Reflection Groups.

TA Springer - Inventiones mathematicae, 1974 - eudml.org
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[引用][C] Regular Elements of Finite Reflection Groups.

TA Springer - Inventiones mathematicae, 1974 - eudml.org
EUDML | Regular Elements of Finite Reflection Groups. Skip to main content (access key 's'),
Skip to navigation (access key 'n'), Accessibility information (access key '0') EuDML - The …

[引用][C] Regular elements of finite reflection groups

TA Springer - Inventiones Mathematicae, 1974 - Springer