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Formal power series: an algebraic approach to the GapP and Hash P functions
[1992] Proceedings of the Seventh Annual Structure in Complexity Theory Conference, 2003The algebraic structure of GapP and Hash P functions is introduced by formalizing them as power series ring and semiring, respectively. It is proved that for every invertible GapP function g, P/sup g/=P/sup 1/g/, and for all positive integers i, P/sup g/=P to the g/sup i/, power.
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Reassessing gApp: Does MWE Discontinuity Always Pose a Challenge to Neural Machine Translation?
Lecture Notes in Computer Science, 2022Xiaoqing Zhou-Lian +1 more
exaly
Instituting a transnational accountability regime: The case of Sovereign Wealth Funds and “GAPP”
, 2015Afshin Mehrpouya
semanticscholar +1 more source
Identifying the GAPPS in Hereditary Gastric Polyposis Syndromes
American Journal of Gastroenterology, 2018Alyssa Anderson +3 more
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