The homology of
A Mathew - arXiv preprint arXiv:1305.6100, 2013 - arxiv.org
We compute the mod $2 $ homology of the spectrum $\mathrm {tmf} $ of topological modular
forms by proving a 2-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} _1 …
forms by proving a 2-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} _1 …
[PDF][PDF] THE HOMOLOGY OF tmf
A MATHEW - arXiv preprint arXiv:1305.6100, 2013 - Citeseer
We compute the mod 2 homology of the spectrum tmf of topological modular forms by
proving a 2-local equivalence tmf∧ DA (1)≃ BP〈 2〉, where DA (1) is an eight cell complex …
proving a 2-local equivalence tmf∧ DA (1)≃ BP〈 2〉, where DA (1) is an eight cell complex …
[PDF][PDF] THE HOMOLOGY OF tmf
A MATHEW - Homology, Homotopy and Applications, 2016 - academia.edu
We compute the mod 2 homology of the spectrum tmf of topological modular forms by
proving a 2-local equivalence tmf∧ DA (1)≃ tmf1 (3)≃ BP〈 2〉, where DA (1) is an eight cell …
proving a 2-local equivalence tmf∧ DA (1)≃ tmf1 (3)≃ BP〈 2〉, where DA (1) is an eight cell …
THE HOMOLOGY OF tmf.
A MATHEW - Homology, Homotopy & Applications, 2016 - search.ebscohost.com
We compute the mod 2 homology of the spectrum tmf of topological modular forms by
proving a 2-local equivalence tmf∧ DA (1)≃ tmf< sub> 1(3)≃ BP⟨ 2⟩, where DA (1) is an …
proving a 2-local equivalence tmf∧ DA (1)≃ tmf< sub> 1(3)≃ BP⟨ 2⟩, where DA (1) is an …
The homology of
A Mathew - arXiv e-prints, 2013 - ui.adsabs.harvard.edu
We compute the mod $2 $ homology of the spectrum $\mathrm {tmf} $ of topological modular
forms by proving a 2-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} _1 …
forms by proving a 2-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} _1 …
[PDF][PDF] THE HOMOLOGY OF tmf
A MATHEW - Homology, Homotopy and Applications, 2016 - scholar.archive.org
We compute the mod 2 homology of the spectrum tmf of topological modular forms by
proving a 2-local equivalence tmf∧ DA (1)≃ tmf1 (3)≃ BP〈 2〉, where DA (1) is an eight cell …
proving a 2-local equivalence tmf∧ DA (1)≃ tmf1 (3)≃ BP〈 2〉, where DA (1) is an eight cell …
The homology of
A Mathew - Homology, Homotopy and Applications, 2016 - intlpress.com
We compute the mod $2 $ homology of the spectrum $\mathrm {tmf} $ of topological modular
forms by proving a $2 $-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} …
forms by proving a $2 $-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} …
The homology of
A Mathew - Homology, Homotopy and Applications, 2016 - intlpress.com
We compute the mod $2 $ homology of the spectrum $\mathrm {tmf} $ of topological modular
forms by proving a $2 $-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} …
forms by proving a $2 $-local equivalence $\mathrm {tmf}\wedge DA (1)\simeq\mathrm {tmf} …
THE HOMOLOGY OF tmf.
A MATHEW - Homology, Homotopy & Applications, 2016 - search.ebscohost.com
We compute the mod 2 homology of the spectrum tmf of topological modular forms by
proving a 2-local equivalence tmf∧ DA (1)≃ tmf< sub> 1(3)≃ BP⟨ 2⟩, where DA (1) is an …
proving a 2-local equivalence tmf∧ DA (1)≃ tmf< sub> 1(3)≃ BP⟨ 2⟩, where DA (1) is an …