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Behrens, Mark Joseph

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Author ID: behrens.mark-joseph Recent zbMATH articles by "Behrens, Mark Joseph"
Published as: Behrens, M.; Behrens, Mark; Behrens, Mark J.; Behrens, Mark Joseph
Documents Indexed: 29 Publications since 2002, including 2 Books

Publications by Year

Citations contained in zbMATH

22 Publications have been cited 107 times in 73 Documents Cited by Year
A modular description of the \(K(2)\)-local sphere at the prime 3. Zbl 1099.55002
Behrens, Mark
17
2006
The homotopy fixed point spectra of profinite Galois extensions. Zbl 1204.55007
Behrens, Mark; Davis, Daniel G.
13
2010
Topological automorphic forms. Zbl 1210.55005
Behrens, Mark; Lawson, Tyler
13
2010
The Goodwillie tower and the EHP sequence. Zbl 1330.55012
Behrens, Mark
7
2012
On the homotopy of \(Q(3)\) and \(Q(5)\) at the prime 2. Zbl 1366.55009
Behrens, Mark; Ormsby, Kyle M.
6
2016
\(\beta \)-family congruences and the \(f\)-invariant. Zbl 1222.55013
Behrens, Mark; Laures, Gerd
6
2009
Congruences between modular forms given by the divided \(\beta \) family in homotopy theory. Zbl 1205.55012
Behrens, Mark
6
2009
The homotopy groups of \(S_{E(2)}\) at \(p\geq 5\) revisited. Zbl 1256.55004
Behrens, Mark
5
2012
On the existence of a \(v_2^{32}\)-self map on \(M(1,4)\) at the prime 2. Zbl 1162.55010
Behrens, M.; Hill, M.; Hopkins, M. J.; Mahowald, M.
5
2008
On the existence of the self map \(\upsilon ^9_2\) on the Smith-Toda complex \(V (1)\) at the prime 3. Zbl 1081.55011
Behrens, Mark; Pemmaraju, Satya
5
2004
The Goodwillie tower for \(S^1\) and Kuhn’s theorem. Zbl 1230.55007
Behrens, Mark
4
2011
Buildings, elliptic curves, and the \(K(2)\)-local sphere. Zbl 1147.55011
Behrens, Mark
4
2007
The construction of \(tmf\). Zbl 1328.55014
Behrens, Mark
3
2014
A new proof of the Bott periodicity theorem. Zbl 0992.55013
Behrens, Mark J.
3
2002
Some root invariants at the prime 2. Zbl 1112.55013
Behrens, Mark
2
2007
Isogenies of elliptic curves and the Morava stabilizer group. Zbl 1118.14038
Behrens, Mark; Lawson, Tyler
2
2006
The Bousfield-Kuhn functor and topological André-Quillen cohomology. Zbl 1444.55003
Behrens, Mark; Rezk, Charles
1
2020
On the ring of cooperations for 2-primary connective topological modular forms. Zbl 1444.55004
Behrens, M.; Ormsby, K.; Stapleton, N.; Stojanoska, V.
1
2019
A \(C_2\)-equivariant analog of Mahowald’s Thom spectrum theorem. Zbl 1409.55010
Behrens, Mark; Wilson, Dylan
1
2018
Higher real \(K\)-theories and topological automorphic forms. Zbl 1254.55001
Behrens, M.; Hopkins, M. J.
1
2011
Topological automorphic forms on \(U(1,1)\). Zbl 1216.55001
Behrens, Mark; Lawson, Tyler
1
2011
Root invariants in the Adams spectral sequence. Zbl 1099.55007
Behrens, Mark
1
2006
The Bousfield-Kuhn functor and topological André-Quillen cohomology. Zbl 1444.55003
Behrens, Mark; Rezk, Charles
1
2020
On the ring of cooperations for 2-primary connective topological modular forms. Zbl 1444.55004
Behrens, M.; Ormsby, K.; Stapleton, N.; Stojanoska, V.
1
2019
A \(C_2\)-equivariant analog of Mahowald’s Thom spectrum theorem. Zbl 1409.55010
Behrens, Mark; Wilson, Dylan
1
2018
On the homotopy of \(Q(3)\) and \(Q(5)\) at the prime 2. Zbl 1366.55009
Behrens, Mark; Ormsby, Kyle M.
6
2016
The construction of \(tmf\). Zbl 1328.55014
Behrens, Mark
3
2014
The Goodwillie tower and the EHP sequence. Zbl 1330.55012
Behrens, Mark
7
2012
The homotopy groups of \(S_{E(2)}\) at \(p\geq 5\) revisited. Zbl 1256.55004
Behrens, Mark
5
2012
The Goodwillie tower for \(S^1\) and Kuhn’s theorem. Zbl 1230.55007
Behrens, Mark
4
2011
Higher real \(K\)-theories and topological automorphic forms. Zbl 1254.55001
Behrens, M.; Hopkins, M. J.
1
2011
Topological automorphic forms on \(U(1,1)\). Zbl 1216.55001
Behrens, Mark; Lawson, Tyler
1
2011
The homotopy fixed point spectra of profinite Galois extensions. Zbl 1204.55007
Behrens, Mark; Davis, Daniel G.
13
2010
Topological automorphic forms. Zbl 1210.55005
Behrens, Mark; Lawson, Tyler
13
2010
\(\beta \)-family congruences and the \(f\)-invariant. Zbl 1222.55013
Behrens, Mark; Laures, Gerd
6
2009
Congruences between modular forms given by the divided \(\beta \) family in homotopy theory. Zbl 1205.55012
Behrens, Mark
6
2009
On the existence of a \(v_2^{32}\)-self map on \(M(1,4)\) at the prime 2. Zbl 1162.55010
Behrens, M.; Hill, M.; Hopkins, M. J.; Mahowald, M.
5
2008
Buildings, elliptic curves, and the \(K(2)\)-local sphere. Zbl 1147.55011
Behrens, Mark
4
2007
Some root invariants at the prime 2. Zbl 1112.55013
Behrens, Mark
2
2007
A modular description of the \(K(2)\)-local sphere at the prime 3. Zbl 1099.55002
Behrens, Mark
17
2006
Isogenies of elliptic curves and the Morava stabilizer group. Zbl 1118.14038
Behrens, Mark; Lawson, Tyler
2
2006
Root invariants in the Adams spectral sequence. Zbl 1099.55007
Behrens, Mark
1
2006
On the existence of the self map \(\upsilon ^9_2\) on the Smith-Toda complex \(V (1)\) at the prime 3. Zbl 1081.55011
Behrens, Mark; Pemmaraju, Satya
5
2004
A new proof of the Bott periodicity theorem. Zbl 0992.55013
Behrens, Mark J.
3
2002

Citations by Year