SU\G(𝔸)/K·U

S. L. G. Choi

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All published works
Action Title Year Authors
+ PDF Chat Lagrange’s theorem with 𝑁^{1/3} squares 1980 S. L. G. Choi
Paul Erdös
Melvyn B. Nathanson
+ PDF Chat On sequences with a prescribed number of pairwise sums 1975 S. L. G. Choi
+ On a problem concerning two integer sequences 1974 S. L. G. Choi
+ On products of integers 1974 S. L. G. Choi
Paul Erdős
+ Estimation of the Largest Number of Distinct Products From Two Sets of Integers 1974 S. L. G. Choi
+ On irregularities of integer sequences 1974 S. L. G. Choi
+ On an extremal problem in number theory 1974 S. L. G. Choi
+ A direct proof of a theorem of Roth 1973 S. L. G. Choi
+ PDF Chat On sequences not containing a large sum-free subsequence 1973 S. L. G. Choi
+ PDF Chat On sequences containing at most 3 pairwise coprime integers 1973 S. L. G. Choi
+ PDF Chat The largest sum-free subsequence from a sequence of $n$ numbers 1973 S. L. G. Choi
+ The largest subset in [1, <i>n</i> ] whose integers have pairwise l.c.m. not exceeding <i>n</i> 1972 S. L. G. Choi
+ On a Combinatorial Problem in Number Theory 1971 S. L. G. Choi
+ On the Density of Certain Integer Sequences 1971 S. L. G. Choi
+ On a theorem of Roth 1969 S. L. G. Choi
Common Coauthors
Coauthor Papers Together
Paul Erdös 2
Melvyn B. Nathanson 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat Extremal problems in number theory 1965 P. Erdős
 4
+ Irregularities of sequences relative to arithmetic progressions 1967 K. F. Roth
 2
+ On Certain Sets of Positive Density 1959 P. Varnavides
 2
+ Note on Sequences of Integers No One of Which is Divisible By Any Other 1935 P. Erdős
 1
+ On a Combinatorial Problem in Number Theory 1971 S. L. G. Choi
 1
+ Note on Sequences of Integers no one of which is Divisible by any other 1935 P. Erdos
 1
+ Irregularities of sequences relative to arithmetic progressions. II 1967 K. F. Roth
 1
+ PDF Chat Some remarks on the theory of graphs 1947 P. Erdős
 1
+ An Introduction to Diophantine Approximation. 1958 John C. Brixey
J. W. S. Cassels
 1
+ A Generalization of a Theorem of Besicovitch 1936 P. Erdős
 1