SOME RESULTS ON THE FIFTH SINGER TRANSFER

Nguyen Sum, Nguyen Khac Tin

Abstract


We study the algebraic transfer constructed by Singer [16] using technique of thehit problem. In this paper, we show that Singer’s conjecture for the algebraic transfer is true in the case of five variables and degree r.2^s−5 with r=3,4 and s an arbitrary positive integer.


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