When are Homogeneous Functions Linear?

C. J. Maxson, Marcel Wild · Results in Mathematics · 2005

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Type: article
Published: 2005-03-01
Cited by: 3
References: 11
DOI: https://doi.org/10.1007/bf03323017
OpenAlex: https://openalex.org/W59391544
Semantic Scholar: https://api.semanticscholar.org/CorpusID:116601723

Keywords

Homogeneous, Lattice (music), Physics, Mathematics, Combinatorics

References

Noncommutative Noetherian RingsJohn McConnell, J. C. Robson — 2001
The Fundamental Theorem of Projective Geometry for an Arbitrary Length Two ModuleMarcel Wild — 2006
On rings for which homogeneous maps are linearPeter Fuchs, C. J. Maxson, Günter Pilz — 1991
Nonsingular modules and -homogeneous mapsUlrich Albrecht, Jutta Hausen — 1995
Finitely Generated Artinian and Distributive Modules are CyclicPéter Vámos — 1978
Forcing Linearity Numbers for Finitely Generated ModulesC. J. Maxson, A.B. Van der Merwe — 2005
Forcing Linearity Numbers for Modules over Simple DomainsC. J. Maxson, J. H. Meyer — 2002
Forcing Linearity NumbersC. J. Maxson, J. H. Meyer — 2000
Forcing Linearity Numbers for Projective ModulesC. J. Maxson — 2002
Centralizer near-rings over free ring modulesC. J. Maxson, A. P. J. van der Walt — 1991
On homogeneous mappings of modulesJan Krempa, Dorota Niewieczerzał — 1992

Cited by

HOMOGENEOUS BIJECTIONS THAT INDUCE AUTOMORPHISMS OF THE SUBMODULE LATTICEMarcel Wild — 2005
Structural matrix algebras and their lattices of invariant subspacesMustafa Akkurt, George Phillip Barker, Marcel Wild — 2005
Trying to find the golden thread in my research from 1987 to 2011Marcel Wild — 2011

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