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Guillaume Hanrot And NotRhône-Alpes

List of bibliographic references

Number of relevant bibliographic references: 53.
Ident.Authors (with country if any)Title
004130 Guillaume Hanrot [France] ; Gérald Tenenbaum [France] ; Jie Wu [France]Moyennes de certaines fonctions multiplicatives sur les entiers friables, 2
004755 Laurent Théry [France] ; Guillaume Hanrot [France]Primality Proving with Elliptic Curves
004832 Howard Cheng [Canada] ; Guillaume Hanrot [France] ; Emmanuel Thomé [France] ; Eugene Zima [Canada] ; Paul Zimmermann [France]Time- and Space-Efficient Evaluation of Some Hypergeometric Constants
004914 Guillaume Hanrot [France]LLL: a tool for effective diophantine approximation
004D49 Laurent Fousse [France] ; Guillaume Hanrot [France] ; Vincent Lefevre [France] ; Patrick Pelissier [France] ; Paul Zimmermann Loria [France]MPFR : A multiple-precision binary floating-point library with correct rounding
004E21 Howard Cheng [Canada] ; Guillaume Hanrot [France] ; Emmanuel Thomé [France] ; Eugene Zima [Canada] ; Paul Zimmermann [France]Time- and Space-Efficient Evaluation of Some Hypergeometric Constants
005733 Guillaume Hanrot [France] ; Paul Zimmermann [France]Proceedings of the 7th Conference on Real Numbers and Computers (RNC'7)
005B80 Guillaume HanrotQuelques idées sur l'algorithmique des équations diophantiennes.
005D44 Laurent Fousse ; Guillaume Hanrot ; Vincent Lefèvre ; Patrick Pélissier ; Paul ZimmermannMPFR : A Multiple-Precision Binary Floating-Point Library With Correct Rounding
005F40 Guillaume Hanrot ; Gérald Tenenbaum ; Jie WuValeur moyennes de fonctions multiplicatives sur les entiers friables, 2
006392 Guillaume Hanrot [France] ; Gérald Tenenbaum [France] ; Jie Wu [France]Valeur moyennes de fonctions multiplicatives sur les entiers friables, 2
006405 Guillaume Hanrot [France]Quelques idées sur l'algorithmique des équations diophantiennes.
006510 Laurent Fousse [France] ; Guillaume Hanrot [France] ; Vincent Lefèvre [France] ; Patrick Pélissier [France] ; Paul Zimmermann [France]MPFR: A Multiple-Precision Binary Floating-Point Library With Correct Rounding
006775 Guillaume Hanrot [France] ; Paul Zimmermann [France]A long note on Mulders' short product
006781 David Defour ; Guillaume Hanrot ; Vincent Lefevre ; Jean-Michel Muller ; Nathalie Revol ; Paul ZimmermannProposal for a Standardization of Mathematical Function Implementation in Floating-Point Arithmetic
006798 Guillaume Hanrot ; Paul ZimmermannA long note on Mulders' short product
006B14 Guillaume Hanrot [France] ; Michel Quercia [France] ; Paul Zimmermann [France]The Middle Product Algorithm I
006B46 David Defour [France] ; Guillaume Hanrot [France] ; Vincent Lefèvre [France] ; Jean-Michel Muller [France] ; Nathalie Revol [France] ; Paul Zimmermann [France]Proposal for a Standardization of Mathematical Function Implementation in Floating-Point Arithmetic
006E69 Guillaume Hanrot [France] ; Michel Quercia ; Paul Zimmermann [France]The Middle Product Algorithm I. Speeding up the division and square root of power series
007453 Guillaume Hanrot [France] ; Joel Rivat [France] ; Gérald Tenenbaum [France] ; Paul Zimmermann [France]Density results on floating-point invertible numbers
007714 Guillaume Hanrot ; Joel Rivat ; Gerald Tenenbaum ; Paul ZimmermannDensity results on floating-point invertible numbers
008281 Guillaume Hanrot ; Paul ZimmermanA long note on Mulders' short product
008601 Yann Bugeaud ; Guillaume Hanrot ; Maurice MignotteSur l'équation diophantienne (x^n - 1)/(x - 1)=y^q, III
008682 Yann Bugeaud [France] ; Guillaume Hanrot [France] ; Maurice Mignotte [France]Sur L'équation Diophantienne (xn−1)/(x−1)=yq, III
008A58 Guillaume Hanrot [France] ; Michel Quercia ; Paul Zimmermann [France]The Middle Product Algorithm, I.
008B99 Guillaume Hanrot [France] ; Paul Zimmermann [France]A long note on Mulders' short product
008D81 Yuri Bilu ; Guillaume Hanrot ; Paul VoutierExistence of primitive divisors of Lucas and Lehmer numbers
008E20 Yuri Bilu [Allemagne] ; Guillaume Hanrot [France] ; Paul VoutierExistence of primitive divisors of Lucas and Lehmer numbers
008F07 Guillaume Hanrot ; Francois MorainSolvability by radicals from an algorithmic point of view
008F37 Guillaume Hanrot ; Natarajan Saradha ; Tarlok ShoreyAlmost perfect powers in consecutive integers
008F64 Karim Belabas ; Guillaume Hanrot ; Paul ZimmermannTuning and Generalizing Van Hoeij's Algorithm
009457 Karim Belabas ; Guillaume Hanrot [France] ; Paul Zimmermann [France]Tuning and Generalizing Van Hoeij's Algorithm
009571 Guillaume Hanrot [France] ; François Morain [France]Solvability by radicals from an algorithmic point of view
009572 Guillaume Hanrot [France] ; François Morain [France]Solvability by Radicals from an Algorithmic Point of View
009692 Guillaume Hanrot [France] ; Natarajan Saradha [Australie] ; Tarlok Shorey [Australie]Almost perfect powers in consecutive integers
009937 Guillaume Hanrot [France]Solving Thue equations without the full unit group
009962 Yann Bugeaud ; Guillaume HanrotUn nouveau critère pour l'équation de Catalan
009B88 Guillaume HanrotSolving Thue equations without the full unit group
009C73 Guillaume Hanrot ; Paul ZimmermannSpeeding up the inversion of power series
009C84 Guillaume Hanrot ; Michel Quercia ; Paul ZimmermannSpeeding up the Division and Square Root of Power Series
00A029 Yann Bugeaud [France] ; Guillaume Hanrot [France]Un nouveau critère pour l'équation de Catalan
00A139 Guillaume Hanrot [France] ; Paul Zimmermann [France]Speeding up the inversion of power series
00A140 Guillaume Hanrot [France] ; Michel Quercia ; Paul Zimmermann [France]Speeding up the Division and Square Root of Power Series
00A503 Yann Bugeaud ; Guillaume HanrotUn nouveau critère pour l'équation de Catalan
00A677 Yuri Bilu ; Guillaume HanrotThue equations with composite fields
00A761 Yuri Bilu ; Guillaume Hanrot ; Paul VoutierExistence of Primitive Divisors of Lucas and Lehmer Numbers, with an appendix by Maurice Mignotte
00A783 Yann Bugeaud ; Guillaume Hanrot ; Maurice MignotteSur l'équation diophantienne (x^n - 1)/(x - 1)=y^q, III
00AB21 Yann Bugeaud ; Guillaume Hanrot [France]Un nouveau critère pour l'équation de Catalan
00AB27 Yann Bugeaud ; Guillaume Hanrot [France] ; Maurice MignotteSur l'équation diophantienne {\frac x^n - 1}{x - 1} = y^q}, III
00AC13 Yuri Bilu [France, Suisse] ; Guillaume Hanrot [France]Thue equations with composite fields
00AD14 Yuri Bilu ; Guillaume Hanrot [France] ; Paul M. VoutierExistence of Primitive Divisors of Lucas and Lehmer Numbers
00AE95 Yuri Bilu ; Guillaume Hanrot [France]Solving superelliptic diophantine equations by Baker's method
00B141 Yuri Bilu ; Guillaume HanrotSolving superelliptic diophantine equations by Baker's method

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