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Original Articles

Nullstellensatz over Quasifields

Pages 3594-3615 | Received 05 Jun 2009, Published online: 14 Oct 2011

REFERENCES

  • Atiyah , M. F. , Macdonald , I. G. ( 1969 ). Introduction to Commutative Algebra . Menlo Park , California-London-Don Mills, Ontario : Addison-Wesley .
  • Block , R. E. ( 1968 ). Differentially simple algebras . Bull. Amer. Math. Soc. 74 : 1086 – 1090 .
  • Cassidy , P. J. ( 1972 ). Differential algebraic groups . Amer. J. Math. 93 : 891 – 954 .
  • Keigher , W. ( 1975 ). Adjunctions and comonads in differential algebra . Pacific Journal of Mathematics 59 : 99 – 112 .
  • Keigher , W. ( 1982 ). Differential rings constructed from quasi-prime ideals . Journal of Pure an Applied Algebra 26 : 191 – 201 .
  • Keigher , W. ( 1997 ). On the ring of Hurwitz series . Communications in Algebra 25 : 1845 – 1859 .
  • Keigher , W. ( 1983 ). On the structure presheaf of a differential ring . Journal of Pure an Applied Algebra 27 : 163 – 172 .
  • Keigher , W. ( 1981 ). On the quasi-affine scheme of differential ring . Advaances in Mathematics 42 : 143 – 153 .
  • Keigher , W. ( 1978 ). Quasi-prime ideals in differential rings . Houston J. Math. 4 : 379 – 388 .
  • Keigher , W. , Pritchard , L. ( 2008 ). On partitioned differential quasifields . J. Algebra Appl. 7 : 425 – 442 .
  • Kolchin , E. R. (1976). Differential Algebra and Algebraic Groups . New York : Academic Press.
  • Poizat , B. , Klein , M. ( 2000 ). A course in model theory: An introduction to contemporary mathematical logic. Springer .
  • Posner , E. C. ( 1960 ). Differentially simple rings . Proc. Amer. Math. Soc. 11 : 337 – 343 .
  • Posner , E. C. ( 1960 ). Integral closure of differential rings . Pacific. J. Math. 10 : 1393 – 1396 .
  • Razmyslov , Y. P. ( 1991 ). Introduction to the Algebras Representation Theory . Moscow : MSU Publishing .
  • Trushin , D. V. ( 2008 ). Quasi-spectrum of divided powers . Fund. i Prik. Matem. 14 : 213 – 226 .
  • Yuan , S. ( 1964 ). Differentiably simple ring of prime characteristic . Duke Math. J. 32 : 623 – 630 .
  • Communicated by V. A. Artamonov.

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