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The homotopy groups \(\pi_*(L_2 S^0)\) at the prime 3

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Publication:1849801
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DOI10.1016/S0040-9383(01)00033-7zbMath1007.55007OpenAlexW2168272133MaRDI QIDQ1849801

Katsumi Shimomura, Xiang Jun Wang

Publication date: 2 December 2002

Published in: Topology (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1016/s0040-9383(01)00033-7

zbMATH Keywords

Brown-Peterson spectrumlocalization


Mathematics Subject Classification ID

Adams spectral sequences (55T15) Homotopy groups of special spaces (55Q52) Homotopy groups of spheres (55Q40)


Related Items

𝐸(2)-invertible spectra smashing with the Smith-Toda spectrum 𝑉(1) at the prime 3, The Slice Spectral Sequence of a 𝐶₄-Equivariant Height-4 Lubin–Tate Theory, The homotopy groups of \(S_{E(2)}\) at \(p\geq 5\) revisited, On homotopy groups of \(E_C^{hG_{24}} \wedge A_1\), The homotopy groups of 𝐿₂𝑇(1)/(𝑣₁) at an odd prime, Towards the finiteness of \(\pi _*L_{K(n)}S^0\), On Hopkins’ Picard groups for the prime 3 and chromatic level 2, The first line of the Bockstein spectral sequence on a monochromatic spectrum at an odd prime, Root invariants in the Adams spectral sequence, The 𝛼-family in the 𝐾(2)-local sphere at the prime 2, The Adams-Novikov \(E_2\)-term for Behrens' spectrum \(Q(2)\) at the prime 3



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