On the irreducibility of Professor G.F.Smith' s Representations for isotropic functions

Irreducibility is proved of the basis for scalar-valued isotropic functions due to G.F. Smith, once the redundant elements found by J.P. Boehler are eliminated. Similarly Smith's basis for vector-valued, second order skew-symmetric tensor-valued and second order symmetric tensor-valued isotropic functions are proved irreducible. An argument by J.J. Telega leading to reducibility of the last of them is proved incorrect.

On the irreducibility of Professor G.F.Smith' s Representations for isotropic functions / PENNISI S; M.TROVATO. - 25(1987), pp. 1059-1065.

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Titolo: On the irreducibility of Professor G.F.Smith' s Representations for isotropic functions
Autori: 
PENNISI, SEBASTIANO
mostra contributor esterni 
Data di pubblicazione: 1987
Rivista: 
INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE  
Citazione: On the irreducibility of Professor G.F.Smith' s Representations for isotropic functions / PENNISI S; M.TROVATO. - 25(1987), pp. 1059-1065.
Handle: http://hdl.handle.net/11584/3470
Tipologia:1.1 Articolo in rivista

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