Works by Jeanleah Mohrherr

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  1.  20
    A Refinement of Low n_ and High _n for the R.E. Degrees.Jeanleah Mohrherr - 1986 - Mathematical Logic Quarterly 32 (1-5):5-12.
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  2.  9
    A Refinement of Low n and High n for the R.E. Degrees.Jeanleah Mohrherr - 1986 - Mathematical Logic Quarterly 32 (1‐5):5-12.
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  3.  55
    Kleene index sets and functional m-degrees.Jeanleah Mohrherr - 1983 - Journal of Symbolic Logic 48 (3):829-840.
    A many-one degree is functional if it contains the index set of some class of partial recursive functions but does not contain an index set of a class of r.e. sets. We give a natural embedding of the r.e. m-degrees into the functional degrees of 0'. There are many functional degrees in 0' in the sense that every partial-order can be embedded. By generalizing, we show there are many functional degrees in every complete Turning degree. There is a natural tie (...)
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