Critical algebras and the Frattini congruence, II Journal Article uri icon

Overview

abstract

  • We prove that any finite subdirectly irreducible algbra in a congruence modular variety with trivial Frattini congruence is critical. We also show that if A and B are critical algebras which generate the same congruence modular variety, then the variety generated by the proper sections of A equals the variety generated by the proper sections of B.

publication date

  • February 1, 1996

Full Author List

  • Kearnes KA

Other Profiles

Additional Document Info

start page

  • 91

end page

  • 100

volume

  • 53

issue

  • 1