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Original Articles

Some Remarks on Absolute Mathematics

Pages 576-587 | Received 21 Mar 2008, Published online: 18 Feb 2010

REFERENCES

  • Betley , S. ( 1992 ). On stable K-theory and topological Hochschild homology . Comm. Math. Helv. 67 : 394 – 405 .
  • Betley , S. , Pirashvili , T. ( 1993 ). Twisted (co)homological stability for monoids of endomorphisms . Math. Ann. 295 : 709 – 720 .
  • Cartan , H. , Eilenberg , S. ( 1956 ). Homological Algebra . Princeton , New Jersey : Princeton University Press .
  • Franjou , V. , Pirashvili , T. ( 1998 ). On MacLane cohomology of the ring of integers . Topology 37 : 109 – 114 .
  • Jibladze , M. , Pirashvili , T. ( 1991 ). Cohomology of algebraic theories . J. Algebra 137 : 253 – 296 .
  • Kurokawa , N. , Ochiai , H. , Wakayama , M. ( 2003 ). Absolute derivations and zeta functions . Doc. Math ., Extra Vol. Kato 565–584 .
  • Kurokawa , N. , Ochiai , H. ( 2004 ). On monoidal absolute derivations for non-commutative rings . J. Ramanujan Math. Soc. 19 : 261 – 265 .
  • Pirashvili , T. ( 1994 ). Spectral sequence for Mac Lane Homology . J. Algebra 170 : 422 – 428 .
  • Soule , C. ( 1999 ). On the Field with One Element . Arbeitstagung : Max-Planck-Institute fur Mathematik, IHES prepublications M/55,1999 , p. 5 .
  • Weibel , C. ( 1994 ). An Introduction to Homological Algebra . Cambridge Studies in Advanced Mathematics 38 . Cambridge , UK : Cambridge University Press .
  • Communicated by C. Pedrini.

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