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Stable orders of stunted lens spaces mod

Authors:	Huajian Yang

Institution:	Department of Mathematics, Lehigh University, Bethlehem, Pennsylvania 18015

Abstract:	Let $L_{2n-1}^{2n+2m}$ be the stunted lens space mod and $\|L_{2n-1}^{2n+2m}\|$ its stable order. If , then $\|L_{2n-1}^{2n+2m}\|$ was determined by H. Toda (1963). In this paper, we determine the number $\|L_{2n-1}^{2n+2m}\|$ for $v\geq 2$ .

Keywords:	$K$-theory stunted lens spaces Adams spectral sequences vanishing line theorem

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