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Reduction of an Algebraic Function Field Modulo a Prime in the Constant Field
The Annals of Mathematics, 1958\(K\) sei ein algebraischer Funktionenkörper mit dem Konstantenkörper \(k\) und \(h\) eine diskrete nicht-archimedische Bewertung von \(k\). Ist \(x\) eine über \(k\) transzendente Größe von \(K\), so werde \(h\) durch \[ \left[\left(\sum_{\nu=0}^r a_\nu x^\nu\right) \left(\sum_{\nu=0}^s b_\nu x^\nu\right)^{-1}\right] = (\max \{h(a_\nu)\}) (\max \{h(b_\
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ECC Coprocessor Over a NIST Prime Field Using Fast Partial Montgomery Reduction
IEEE Transactions on Circuits and Systems I: Regular Papers, 2021Dong Kyue Kim, Piljoo Choi, Mun-Kyu Lee
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Splitting of primes in number fields generated by points on some modular curves
Research in Number Theory, 2022Antonela Trbović, Filip Najman
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Fuglede’s conjecture fails in 4 dimensions over odd prime fields
Discrete Mathematics, 2020Nat Sothanaphan, Samuel Ferguson
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The prime ideals of a polynomial ideal under extension of the base field
Annali Di Matematica Pura Ed Applicata, 1975A Seidenberg
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Montgomery Algorithm over a Prime Field
Chinese Journal of Electronics, 2019Wang Kunpeng, Song Tian
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Relatively prime polynomials and nonsingular Hankel matrices over finite fields
Journal of Combinatorial Theory - Series A, 2011Samrith Ram, Sudhir R. Ghorpade
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Primes in Intervals and Semicircular Elements Induced by p-Adic Number Fields Q p over Primes p
Mathematics, 2019Ilwoo Cho, Palle E. T. Jorgensen
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On the order of abelian surfaces of cm-type over finite prime fields
Quaestiones Mathematicae, 2015Annegret Weng
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