Algebras of germs of Fourier transforms
Jerison, M.
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Displaying similar documents to “On prime ideals of ”
Algebras of germs of Fourier transforms
On strongly 0-prime ideals in near-rings.
Dheena, P., Sivakumar, D. (2004)
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Right Prime Ideals and Maximal Right Ideals in Semigroups
Bedřich Pondělíček (1971)
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A note on topological representations of distributive lattices
Ladislav Rieger (1949)
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Prime ideals in 0-distributive posets
Vinayak Joshi, Nilesh Mundlik (2013)
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In the first section of this paper, we prove an analogue of Stone’s Theorem for posets satisfying DCC by using semiprime ideals. We also prove the existence of prime ideals in atomic posets in which atoms are dually distributive. Further, it is proved that every maximal non-dense (non-principal) ideal of a 0-distributive poset (meet-semilattice) is prime. The second section focuses on the characterizations of (minimal) prime ideals in pseudocomplemented posets. The third section deals...