A note on the products \(\alpha_1\beta_2\gamma_t\) and \(\beta_1^{r+1}\beta_2\gamma_t\) in the stable homotopy of spheres (Q2304618)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A note on the products \(\alpha_1\beta_2\gamma_t\) and \(\beta_1^{r+1}\beta_2\gamma_t\) in the stable homotopy of spheres |
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A note on the products \(\alpha_1\beta_2\gamma_t\) and \(\beta_1^{r+1}\beta_2\gamma_t\) in the stable homotopy of spheres (English)
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12 March 2020
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The authors show that certain products of the first three Greek letters converge to nontrivial elements in the stable homotopy groups of spheres. The main tools used in this paper are the classical Adams spectral sequence, the May spectral sequence and the Adams-Novikov spectral sequence.
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stable homotopy groups of spheres
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Greek letter elements
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