One-sided -ideals and -ideals in semirings.
Weinert, H.J., Sen, M.K., Adhikari, M.R. (1996)
Mathematica Pannonica
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Displaying similar documents to “The Ohm type properties for multiplication ideals.”
One-sided -ideals and -ideals in semirings.
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Rothberger gaps in fragmented ideals
Jörg Brendle, Diego Alejandro Mejía (2014)
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The Rothberger number (ℐ) of a definable ideal ℐ on ω is the least cardinal κ such that there exists a Rothberger gap of type (ω,κ) in the quotient algebra (ω)/ℐ. We investigate (ℐ) for a class of ideals, the fragmented ideals, and prove that for some of these ideals, like the linear growth ideal, the Rothberger number is ℵ₁, while for others, like the polynomial growth ideal, it is above the additivity of measure. We also show that it is consistent that there are infinitely many (even...