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Erdos, P.
- Problems and Results on Combinatorial Number Theory II1
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Authors
P. Erdos
1
Affiliations
1 Indian Mathematical society, Powai, Bombay, IN
1 Indian Mathematical society, Powai, Bombay, IN
Source
The Journal of the Indian Mathematical Society, Vol 40, No 1-4 (1976), Pagination: 285-298Abstract
I WROTE SEVERAL papers and review articles on this subject. One of them has in fact the same title (P. Erdos, Problems and results on combinatorial number theory, A survey of combinatorial theory, Edited by J. N. Srivastava, North Holland 1973, 117-138.- Some Matching Theorems
Abstract Views :162 |
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Authors
P. D. Elliott
1,
P. Erdos
2
Affiliations
1 University of Nottingham, IN
2 Panjab University, IN
1 University of Nottingham, IN
2 Panjab University, IN
Source
The Journal of the Indian Mathematical Society, Vol 32, No 3-4 (1968), Pagination: 215-219Abstract
A graph G is said to be even if its vertices can be put into two distinct classes A and B so that no two vertices of the same class are joined by an edge.- On the Irrationality of Certain Ahmes Series
Abstract Views :158 |
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Authors
P. Erdos
1,
E. G. Straus
2
Affiliations
1 University of British Columbia, CA
2 University of California, Los Angele, US
1 University of British Columbia, CA
2 University of California, Los Angele, US
Source
The Journal of the Indian Mathematical Society, Vol 27, No 3-4 (1963), Pagination: 129-133Abstract
By an Ahmes series we mean a series of reciprocals of positive integers ∑1/nk. In this note we show that the famous series.- A Theorem on the Distribution of the Values of L-Functions
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Authors
Affiliations
1 University of Kansas, US
2 Institute of Numerical Analysis, Los Angeles, US
1 University of Kansas, US
2 Institute of Numerical Analysis, Los Angeles, US
Source
The Journal of the Indian Mathematical Society, Vol 15 (1951), Pagination: 11-18Abstract
Let (d/n) [where d=0, I (mod 4), d=≠u2, u integral] be Kronecker's symbol. Define for s > 0
Ls = Σ (d/n) n-s.
- On Sequences of Positive Integers
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Authors
H. Davenport
1,
P. Erdos
2
Affiliations
1 University College, London, GB
2 The University, Aberdeen, GB
1 University College, London, GB
2 The University, Aberdeen, GB