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Original Articles

Heeke Eigenforms in the Cohomology of Congruence Subgroups of SL(3, Z)

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Pages 163-174 | Published online: 03 Apr 2012

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Paul E. Gunnells, Mark McConnell & Dan Yasaki. (2021) On the Cohomology of Congruence Subgroups of GL3 over the Eisenstein Integers. Experimental Mathematics 30:4, pages 499-512.
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PaulE. Gunnells. (2000) Computing Heeke Eigenvalues Below the Cohomologieal Dimension. Experimental Mathematics 9:3, pages 351-367.
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Gerald Allison, Avner Ash & Eric Conrad. (1998) Galois Representations, Hecke Operators, and the mod-p Cohomology of GL(3, Z) with Twisted Coefficients. Experimental Mathematics 7:4, pages 361-390.
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Articles from other publishers (7)

Avner Ash & Dan Yasaki. (2023) Cohomology of congruence subgroups of , Steinberg modules, and real quadratic fields . Journal of Number Theory 246, pages 49-86.
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Luis Dieulefait, Enric Florit & Núria Vila. (2022) Seven Small Simple Groups Not Previously Known to Be Galois Over Q. Mathematics 10:12, pages 2048.
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Paul E. Gunnells. 2014. Computations with Modular Forms. Computations with Modular Forms 3 45 .
Becky Eide Hall. (2013) Computing homology using generalized Gr?bner bases. Journal of Symbolic Computation 54, pages 59-71.
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Paul E. Gunnells & Dan Yasaki. 2008. Algorithmic Number Theory. Algorithmic Number Theory 387 401 .
Avner Ash, Paul E. Gunnells & Mark McConnell. (2002) Cohomology of Congruence Subgroups of SL4(Z). Journal of Number Theory 94:1, pages 181-212.
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Paul E. Gunnells. 2000. Algorithmic Number Theory. Algorithmic Number Theory 347 357 .

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