Strongly Abelian Varieties and the Hamiltonian Property Academic Article uri icon

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abstract

  • AbstractIn this paper we show that every locally finite strongly Abelian variety satisfies the Hamiltonian property. An algebra is Hamiltonian if every one of its subuniverses is a block of some congruence of the algebra. A counterexample is provided to show that not all strongly Abelian varieties are Hamiltonian.

publication date

  • April 1, 1991