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Si denoti con (rispettivamente ) uno spazio vettoriale (risp. una algebra con identità) sopra una campo , di caratteristica algebricamente chiuso. Oggetto di questa nota è impiegare i coni circolari nello studio di certi polinomi omogenei astratti composti a valori nell'algebra (a.h.p.) da in e ottenere una formulazione più generale del nostro proprio risultato (si veda il Teorema (2.1) in «Trans. Amer. Math. Soc.», 228 (1977), pp. 345-358) ottenuto prima per gli a.h.p. composti da in...
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