Jean Vuillemin

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Analytic Theory of Continued Fractions 1967 H. S. Wall
3
+ On the time required to detect cycles and connectivity in graphs 1972 Richard C. Holt
Edward M. Reingold
2
+ PDF Chat Recursively enumerable sets of positive integers and their decision problems 1944 Emil L. Post
2
+ Determining graph properties from matrix representations 1974 David Kirkpatrick
2
+ A sharpened version of the Aanderaa-Rosenberg conjecture 1974 H. W. Lenstra
M.R. Best
P. van Emde Boas
2
+ Über eine besondere Art der Kettenbruch-Entwicklung reeller Grössen 1889 A. Hurwitz
2
+ PDF Chat Über die Entwicklung complexer Grössen in Kettenbrüche 1887 Adolf Hurwitz
2
+ The Calculi of Lambda Conversion. (AM-6) (Annals of Mathematics Studies) 1985 Alonzo Church
2
+ Rearrangements of the symmetric group and enumerative properties of the tangent and secant numbers 1974 Dominique Foata
Volker Strehl
1
+ Optimal disk merge patterns 1973 Maurice Schlumberger
Jean Vuillemin
1
+ PDF Chat A Recursive Partitioning Decision Rule for Nonparametric Classification 1977 Friedman
1
+ PDF Chat The distribution of crossings of chords joining pairs of 2𝑛 points on a circle 1975 John Riordan
1
+ PDF Chat Exact real computer arithmetic with continued fractions 1988 Jean Vuillemin
1
+ A representation for linear lists with movable fingers 1978 Mark R. Brown
Robert E. Tarjan
1
+ PDF Chat A COURSE IN MODERN ANALYSIS. 1903 Arthur S. Hathaway
1
+ A Note on Gray Code and Odd-Even Merge 1980 Philippe Flajolet
Lyle Ramshaw
1
+ PDF Chat The number of semigroups of order 𝑛 1976 Daniel J. Kleitman
Bruce R. Rothschild
Joel Spencer
1
+ Über Orthogonalpolynome, die <i>q</i>‐Differenzengleichungen genügen 1949 Wolfgang Hahn
1
+ PDF Chat A note on infinite trees 1972 Joost Engelfriet
1
+ PDF Chat Exact real computer arithmetic with continued fractions 1990 Jean Vuillemin
1
+ Conditions for a Loop to be a Group and for a Groupoid to be a Semigroup 1969 J. Aczél
1
+ Condition for a Loop to be a Group 1967 Donald Watson
1
+ When is a Loop a Group? 1965 F. D. Parker
1
+ Advanced Combinatorics 1974 Louis Comtet
1
+ The Distribution of Crossings of Chords Joining Pairs of 2n Points on a Circle 1975 John R. Riordan
1
+ Ein einfaches Beispiel einer nicht-differenzierbaren stetigen Funktion 1930 B. L. van der Waerden
1
+ Conditions for a Loop to be a Group and for a Groupoid to be a Semigroup 1969 J. Aczel
1
+ Leçons sur les fonctions calculables 1966 V. A. Uspenskiĭ
1
+ p-adic numbers 1984 Neal Koblitz
1
+ A Problem in Multivariate Statistics: Algorithm, Data Structure and Applications. 1978 Jon Bentley
Michael Ian Shamos
1
+ PDF Chat p-adic Numbers, p-adic Analysis, and Zeta-Functions 1977 Neal Koblitz
1
+ Les nombres p-adiques 1975 Yvette Amice
1
+ Summary of Magnitude Properties of Topologically Distinct Channel Networks and Network Patterns 1976 Michael F. Dacey
1
+ PDF Chat Sur Un Problème De Configurations Et Sur Les Fractions Continues 1952 Jacques Touchard
1
+ Reflection classes whose cubes cover the alternating group 1976 Gadi Moran
1
+ Combinatorial aspects of continued fractions 1980 Philippe Flajolet
1