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Published in 2020 at "Proceedings of the Edinburgh Mathematical Society"
DOI: 10.1017/s001309152000036x
Abstract: Abstract Let p be prime. We prove that, for n odd, the p-torsion part of πq(Sn) has cardinality at most $p^{2^{{1}/({p-1})(q-n+3-2p)}}$ and hence has rank at most 21/(p−1)(q−n+3−2p). for p = 2, these results also…
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Keywords:
homotopy;
bounding size;
homotopy groups;
size homotopy ... See more keywords