# zbMATH — the first resource for mathematics

## Rankin, Robert Alexander

Compute Distance To:
 Author ID: rankin.robert-alexander Published as: Rankin, R. A.; Rankin, Robert A. External Links: MGP · Wikidata · dblp · GND · MacTutor
 Documents Indexed: 115 Publications since 1938, including 8 Books Biographic References: 5 Publications
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#### Co-Authors

 106 single-authored 5 Berndt, Bruce Carl 2 Kendall, David George 1 Andrews, George Eyre 1 Askey, Richard Allen 1 Burlak, Jane A. C. 1 Ramanathan, Kollagunta G. 1 Robertson, Alex. P. 1 Rushforth, J. M.
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#### Serials

 14 Proceedings of the Cambridge Philosophical Society 7 Proceedings of the Edinburgh Mathematical Society. Series II 7 Proceedings of the Glasgow Mathematical Association 6 Acta Arithmetica 6 Journal of the London Mathematical Society 5 Bulletin of the London Mathematical Society 4 Mathematische Annalen 4 Proceedings of the London Mathematical Society. Third Series 4 Proceedings of the Royal Society of Edinburgh. Section A. Mathematics 3 Annals of Mathematics. Second Series 2 Mathematical Proceedings of the Cambridge Philosophical Society 2 The Journal of the Indian Mathematical Society. New Series 2 The Quarterly Journal of Mathematics. Oxford Second Series 2 History of Mathematics (Providence) 1 Acta Mathematica Academiae Scientiarum Hungaricae 1 American Mathematical Monthly 1 Journal d’Analyse Mathématique 1 The Mathematical Gazette 1 American Journal of Mathematics 1 Annales Academiae Scientiarum Fennicae. Series A I. Mathematica 1 Canadian Journal of Mathematics 1 Canadian Mathematical Bulletin 1 Compositio Mathematica 1 Duke Mathematical Journal 1 Inventiones Mathematicae 1 Mathematica Scandinavica 1 Mathematische Zeitschrift 1 Mathematika 1 Michigan Mathematical Journal 1 Philosophical Transactions of the Royal Society of London. Ser. A 1 Proceedings of the American Mathematical Society 1 Analysis 1 Proceedings of the Indian Academy of Sciences. Mathematical Sciences 1 Bulletin. The Institute of Mathematics and its Applications 1 The Ramanujan Journal 1 Det Kongelige Norske Videnskabers Selskabs Forhandlinger 1 The Philosophical Magazine, VII. Series 1 Proceedings. Akadamie van Wetenschappen Amsterdam 1 Culture and History of Mathematics 1 The Quarterly Journal of Mathematics. Oxford Series
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#### Fields

 48 Number theory (11-XX) 16 History and biography (01-XX) 4 Group theory and generalizations (20-XX) 3 General and overarching topics; collections (00-XX) 1 Combinatorics (05-XX) 1 Algebraic geometry (14-XX) 1 Functions of a complex variable (30-XX) 1 Sequences, series, summability (40-XX) 1 Approximations and expansions (41-XX)

#### Citations contained in zbMATH Open

80 Publications have been cited 1,021 times in 857 Documents Cited by Year
Modular forms and functions. Zbl 0376.10020
Rankin, Robert A.
1977
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. II. The order of the Fourier coefficients of integral modular forms. Zbl 0021.39202
Rankin, R. A.
1939
The closest packing of spherical caps in $$n$$ dimensions. Zbl 0065.15601
Rankin, R. A.
1955
The difference between consecutive prime numbers. Zbl 0019.39403
Rankin, R. A.
1938
Ramanujan: Letters and commentary. Zbl 0842.01026
Berndt, Bruce C.; Rankin, Robert A.
1995
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. I: The zeros of the function $$\sum\limits_{n=1}^\infty \dfrac{\tau(n)}{n^s}$$ on the line $$\operatorname{Re} s = \dfrac{13}{2}$$ II: The order of the Fourier coefficients of integral modular forms. JFM 65.0353.01
Rankin, R. A.
1939
The construction of automorphic forms from the derivatives of a given form. Zbl 0072.08601
Rankin, R. A.
1956
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. I. The zeros of the function $$\sum_{n=1}^\infty{\tau(n)\over n^8}$$ on the line $${\mathfrak R}s={13\over 2}$$. Zbl 0021.39201
Rankin, R. A.
1939
A minimum problem for the Epstein zeta-function. Zbl 0052.28005
Rankin, R. A.
1953
An $$\Omega$$-result for the coefficients of cusp forms. Zbl 0254.10021
Rankin, R. A.
1973
The scalar product of modular forms. Zbl 0049.33904
Rankin, R. A.
1952
The difference between consecutive prime numbers. V. Zbl 0121.04705
Rankin, R. A.
1963
Van der Corput’s method and the theory of exponent pairs. Zbl 0065.27802
Rankin, R. A.
1955
A campanological problem in group theory. Zbl 0030.10606
Rankin, R. A.
1948
The construction of automorphic forms from the derivatives of given forms. Zbl 0085.30002
Rankin, R. A.
1957
Sets of integers containing not more than a given number of terms in arithmetical progression. Zbl 0104.03705
Rankin, R. A.
1962
Sums of cusp form coefficients. Zbl 0735.11023
Rankin, R. A.
1990
The zeros of certain Poincaré series. Zbl 0493.10034
Rankin, R. A.
1982
The vanishing of Poincaré series. Zbl 0454.10013
Rankin, R. A.
1980
On the number of abelian groups of a given order. Zbl 0031.15303
Kendall, D. G.; Rankin, R. A.
1947
The packing of spheres in the space $$l_p$$. Zbl 0087.10801
Burlak, Jane A. C.; Rankin, R. A.; Robertson, A. P.
1958
Sums of powers of cusp form coefficients. II. Zbl 0556.10018
Rankin, R. A.
1985
On the closets packing of spheres in $$n$$ dimensions. Zbl 0029.34503
Rankin, R. A.
1947
A certain class of multiplicative functions. Zbl 0061.07708
Rankin, R. A.
1946
Sums of powers of cusp form coefficients. Zbl 0492.10020
Rankin, R. A.
1983
Sums of squares and cusp forms. Zbl 0132.30802
Rankin, R. A.
1965
On the minimal points of positive definite quadratic forms. Zbl 0074.27403
Rankin, R. A.
1956
Lattice subgroups of free congruence groups. Zbl 0146.04105
Rankin, R. A.
1967
Hecke operators on congruence subgroups of the modular group. Zbl 0145.32001
Rankin, R. A.
1967
A campanological problem in group theory. II. Zbl 0136.28102
Rankin, R. A.
1966
On positive definite quadratic forms. Zbl 0050.27401
Rankin, R. A.
1953
The difference between consecutive prime numbers. I. JFM 64.0982.01
Rankin, R. A.
1938
Diophantine approximation and horocyclic groups. Zbl 0082.04002
Rankin, R. A.
1957
Modular forms and functions. Reprint of the 1977 hardback ed. Zbl 1156.11001
Rankin, Robert A.
2008
Elementary proofs of relations between Eisenstein series. Zbl 0347.10019
Rankin, R. A.
1977
The difference between consecutive prime numbers. II. JFM 66.0163.01
Rankin, R. A.
1940
Ramanujan: essays and surveys. Zbl 1117.11002
Berndt, Bruce C. (ed.); Rankin, Robert A. (ed.)
2001
On packings of spheres in Hilbert space. Zbl 0065.15602
Rankin, R. A.
1955
On the number of points of a given lattice in a random hypersphere. Zbl 0052.14503
Kendall, David G.; Rankin, R. A.
1953
The zeros of Eisenstein series. Zbl 0198.06901
Rankin, R. A.
1969
The divisibility for divisor functions. Zbl 0105.03502
Rankin, R. A.
1961
A family of newforms. Zbl 0595.10019
Rankin, R. A.
1985
On the representation of a number as the sum of any number of squares, and in particular of twenty. Zbl 0106.03804
Rankin, R. A.
1962
Chebyshev polynomials and the modular group of level $$p$$. Zbl 0057.28203
Rankin, R. A.
1954
On sums of powers of linear forms. II. Zbl 0034.17504
Rankin, R. A.
1949
On sums of powers of linear forms. I. Zbl 0034.17503
Rankin, R. A.
1949
The mathematical theory of the motion of rotated and unrotated rockets. Zbl 0031.31803
Rankin, R. A.
1949
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. 3. A note on the sum function of the Fourier coefficients of integral modular forms. Zbl 0024.01603
Rankin, R. A.
1940
The first hundred years (1883-1983). Zbl 0517.01044
Rankin, R. A.
1983
Ramanujan’s unpublished work on congruences. Zbl 0359.10021
Rankin, R. A.
1977
Subgroups of the modular group defined by a single linear congruence. Zbl 0273.10016
Rankin, R. A.
1973
Isomorphic congruence groups and Hecke operators. Zbl 0171.28901
Rankin, R. A.
1966
A cyclic inequality. Zbl 0107.27102
Rankin, R. A.
1961
The coefficients of certain integral modular forms. Zbl 0057.31603
Rankin, R. A.; Rushforth, J. M.
1954
On horocyclic groups. Zbl 0055.07602
Rankin, R. A.
1954
The difference between consecutive prime numbers. IV. Zbl 0036.30601
Rankin, R. A.
1950
The adjoint Hecke operator. Zbl 0744.11022
Rankin, R. A.
1990
Ramanujan’s manuscripts and notebooks. Zbl 0479.01027
Rankin, R. A.
1982
Subgroups of the modular group generated by parabolic elements of constant amplitude. Zbl 0218.20046
Rankin, R. A.
1971
On the minimal points of perfect quadratic forms. Zbl 0124.27601
Rankin, R. A.
1964
An introduction to mathematical analysis. Zbl 0112.28103
Rankin, R. A.
1963
The differential equations associated with the uniformisation of certain algebraic curves. Zbl 0084.07305
Rankin, R. A.
1958
The difference between consecutive prime numbers. III. Zbl 0037.03004
Rankin, R. A.
1947
On the representations of a number as a sum of squares and certain related identities. Zbl 0061.07207
Rankin, R. A.
1945
The difference between consecutive prime numbers. 2. Zbl 0025.30702
Rankin, R. A.
1940
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. III. A note on the sum function of the Fourier coefficients of integral modular forms. JFM 66.0376.01
Rankin, R. A.
1940
The books studied by Ramanujan in India. Zbl 1012.01008
Berndt, Bruce C.; Rankin, Robert A.
2000
On certain meromorphic modular forms. Zbl 0862.11032
Rankin, R. A.
1996
Ramanujan revisited. Proceedings of the centenary conference, University of Illinois at Urbana-Champaign, June 1–5, 1987. Zbl 0635.00003
Andrews, George E. (ed.); Askey, Richard A. (ed.); Berndt, Bruce C. (ed.); Ramanathan, K. G. (ed.); Rankin, Robert A. (ed.)
1988
Cusp forms of given level and real weight. Zbl 0669.10052
Rankin, R. A.
1987
Ramanujan as a patient. Zbl 0563.01022
Rankin, R. A.
1984
Modular forms. (Contributions to a Symposium on Modular Forms of One and Several Variables, held at the University of Durham, June 30 - July 10, 1983). Zbl 0546.00010
Rankin, Robert A. (ed.)
1984
Subgroups of the unimodular group defined by a congruence. Zbl 0422.20035
Rankin, R. A.
1979
Common transversals. Zbl 0171.28902
Rankin, R. A.
1966
Multiplicative functions and operators of Hecke type. Zbl 0104.05403
Rankin, R. A.
1962
Representations of a number as the sum of a large number of squares. Zbl 0104.03901
Rankin, R. A.
1962
The Schwarzian derivative and uniformization. Zbl 0109.30405
Rankin, R. A.
1958
Sir Edmund Whittaker’s work on automorphic functions. Zbl 0083.24512
Rankin, R. A.
1958
The anomaly of convex bodies. Zbl 0050.27402
Rankin, R. A.
1953
A note on a particular type of asymptotic series. Zbl 0060.16107
Rankin, R. A.
1945
Modular forms and functions. Reprint of the 1977 hardback ed. Zbl 1156.11001
Rankin, Robert A.
2008
Ramanujan: essays and surveys. Zbl 1117.11002
Berndt, Bruce C. (ed.); Rankin, Robert A. (ed.)
2001
The books studied by Ramanujan in India. Zbl 1012.01008
Berndt, Bruce C.; Rankin, Robert A.
2000
On certain meromorphic modular forms. Zbl 0862.11032
Rankin, R. A.
1996
Ramanujan: Letters and commentary. Zbl 0842.01026
Berndt, Bruce C.; Rankin, Robert A.
1995
Sums of cusp form coefficients. Zbl 0735.11023
Rankin, R. A.
1990
The adjoint Hecke operator. Zbl 0744.11022
Rankin, R. A.
1990
Ramanujan revisited. Proceedings of the centenary conference, University of Illinois at Urbana-Champaign, June 1–5, 1987. Zbl 0635.00003
Andrews, George E. (ed.); Askey, Richard A. (ed.); Berndt, Bruce C. (ed.); Ramanathan, K. G. (ed.); Rankin, Robert A. (ed.)
1988
Cusp forms of given level and real weight. Zbl 0669.10052
Rankin, R. A.
1987
Sums of powers of cusp form coefficients. II. Zbl 0556.10018
Rankin, R. A.
1985
A family of newforms. Zbl 0595.10019
Rankin, R. A.
1985
Ramanujan as a patient. Zbl 0563.01022
Rankin, R. A.
1984
Modular forms. (Contributions to a Symposium on Modular Forms of One and Several Variables, held at the University of Durham, June 30 - July 10, 1983). Zbl 0546.00010
Rankin, Robert A. (ed.)
1984
Sums of powers of cusp form coefficients. Zbl 0492.10020
Rankin, R. A.
1983
The first hundred years (1883-1983). Zbl 0517.01044
Rankin, R. A.
1983
The zeros of certain Poincaré series. Zbl 0493.10034
Rankin, R. A.
1982
Ramanujan’s manuscripts and notebooks. Zbl 0479.01027
Rankin, R. A.
1982
The vanishing of Poincaré series. Zbl 0454.10013
Rankin, R. A.
1980
Subgroups of the unimodular group defined by a congruence. Zbl 0422.20035
Rankin, R. A.
1979
Modular forms and functions. Zbl 0376.10020
Rankin, Robert A.
1977
Elementary proofs of relations between Eisenstein series. Zbl 0347.10019
Rankin, R. A.
1977
Ramanujan’s unpublished work on congruences. Zbl 0359.10021
Rankin, R. A.
1977
An $$\Omega$$-result for the coefficients of cusp forms. Zbl 0254.10021
Rankin, R. A.
1973
Subgroups of the modular group defined by a single linear congruence. Zbl 0273.10016
Rankin, R. A.
1973
Subgroups of the modular group generated by parabolic elements of constant amplitude. Zbl 0218.20046
Rankin, R. A.
1971
The zeros of Eisenstein series. Zbl 0198.06901
Rankin, R. A.
1969
Lattice subgroups of free congruence groups. Zbl 0146.04105
Rankin, R. A.
1967
Hecke operators on congruence subgroups of the modular group. Zbl 0145.32001
Rankin, R. A.
1967
A campanological problem in group theory. II. Zbl 0136.28102
Rankin, R. A.
1966
Isomorphic congruence groups and Hecke operators. Zbl 0171.28901
Rankin, R. A.
1966
Common transversals. Zbl 0171.28902
Rankin, R. A.
1966
Sums of squares and cusp forms. Zbl 0132.30802
Rankin, R. A.
1965
On the minimal points of perfect quadratic forms. Zbl 0124.27601
Rankin, R. A.
1964
The difference between consecutive prime numbers. V. Zbl 0121.04705
Rankin, R. A.
1963
An introduction to mathematical analysis. Zbl 0112.28103
Rankin, R. A.
1963
Sets of integers containing not more than a given number of terms in arithmetical progression. Zbl 0104.03705
Rankin, R. A.
1962
On the representation of a number as the sum of any number of squares, and in particular of twenty. Zbl 0106.03804
Rankin, R. A.
1962
Multiplicative functions and operators of Hecke type. Zbl 0104.05403
Rankin, R. A.
1962
Representations of a number as the sum of a large number of squares. Zbl 0104.03901
Rankin, R. A.
1962
The divisibility for divisor functions. Zbl 0105.03502
Rankin, R. A.
1961
A cyclic inequality. Zbl 0107.27102
Rankin, R. A.
1961
The packing of spheres in the space $$l_p$$. Zbl 0087.10801
Burlak, Jane A. C.; Rankin, R. A.; Robertson, A. P.
1958
The differential equations associated with the uniformisation of certain algebraic curves. Zbl 0084.07305
Rankin, R. A.
1958
The Schwarzian derivative and uniformization. Zbl 0109.30405
Rankin, R. A.
1958
Sir Edmund Whittaker’s work on automorphic functions. Zbl 0083.24512
Rankin, R. A.
1958
The construction of automorphic forms from the derivatives of given forms. Zbl 0085.30002
Rankin, R. A.
1957
Diophantine approximation and horocyclic groups. Zbl 0082.04002
Rankin, R. A.
1957
The construction of automorphic forms from the derivatives of a given form. Zbl 0072.08601
Rankin, R. A.
1956
On the minimal points of positive definite quadratic forms. Zbl 0074.27403
Rankin, R. A.
1956
The closest packing of spherical caps in $$n$$ dimensions. Zbl 0065.15601
Rankin, R. A.
1955
Van der Corput’s method and the theory of exponent pairs. Zbl 0065.27802
Rankin, R. A.
1955
On packings of spheres in Hilbert space. Zbl 0065.15602
Rankin, R. A.
1955
Chebyshev polynomials and the modular group of level $$p$$. Zbl 0057.28203
Rankin, R. A.
1954
The coefficients of certain integral modular forms. Zbl 0057.31603
Rankin, R. A.; Rushforth, J. M.
1954
On horocyclic groups. Zbl 0055.07602
Rankin, R. A.
1954
A minimum problem for the Epstein zeta-function. Zbl 0052.28005
Rankin, R. A.
1953
On positive definite quadratic forms. Zbl 0050.27401
Rankin, R. A.
1953
On the number of points of a given lattice in a random hypersphere. Zbl 0052.14503
Kendall, David G.; Rankin, R. A.
1953
The anomaly of convex bodies. Zbl 0050.27402
Rankin, R. A.
1953
The scalar product of modular forms. Zbl 0049.33904
Rankin, R. A.
1952
The difference between consecutive prime numbers. IV. Zbl 0036.30601
Rankin, R. A.
1950
On sums of powers of linear forms. II. Zbl 0034.17504
Rankin, R. A.
1949
On sums of powers of linear forms. I. Zbl 0034.17503
Rankin, R. A.
1949
The mathematical theory of the motion of rotated and unrotated rockets. Zbl 0031.31803
Rankin, R. A.
1949
A campanological problem in group theory. Zbl 0030.10606
Rankin, R. A.
1948
On the number of abelian groups of a given order. Zbl 0031.15303
Kendall, D. G.; Rankin, R. A.
1947
On the closets packing of spheres in $$n$$ dimensions. Zbl 0029.34503
Rankin, R. A.
1947
The difference between consecutive prime numbers. III. Zbl 0037.03004
Rankin, R. A.
1947
A certain class of multiplicative functions. Zbl 0061.07708
Rankin, R. A.
1946
On the representations of a number as a sum of squares and certain related identities. Zbl 0061.07207
Rankin, R. A.
1945
A note on a particular type of asymptotic series. Zbl 0060.16107
Rankin, R. A.
1945
The difference between consecutive prime numbers. II. JFM 66.0163.01
Rankin, R. A.
1940
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. 3. A note on the sum function of the Fourier coefficients of integral modular forms. Zbl 0024.01603
Rankin, R. A.
1940
The difference between consecutive prime numbers. 2. Zbl 0025.30702
Rankin, R. A.
1940
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. III. A note on the sum function of the Fourier coefficients of integral modular forms. JFM 66.0376.01
Rankin, R. A.
1940
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. II. The order of the Fourier coefficients of integral modular forms. Zbl 0021.39202
Rankin, R. A.
1939
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. I: The zeros of the function $$\sum\limits_{n=1}^\infty \dfrac{\tau(n)}{n^s}$$ on the line $$\operatorname{Re} s = \dfrac{13}{2}$$ II: The order of the Fourier coefficients of integral modular forms. JFM 65.0353.01
Rankin, R. A.
1939
Contributions to the theory of Ramanujan’s function $$\tau(n)$$ and similar arithmetical functions. I. The zeros of the function $$\sum_{n=1}^\infty{\tau(n)\over n^8}$$ on the line $${\mathfrak R}s={13\over 2}$$. Zbl 0021.39201
Rankin, R. A.
1939
The difference between consecutive prime numbers. Zbl 0019.39403
Rankin, R. A.
1938
The difference between consecutive prime numbers. I. JFM 64.0982.01
Rankin, R. A.
1938
all top 5

#### Cited by 878 Authors

 14 Berndt, Bruce Carl 13 Fomenko, Oleg Mstislavovich 13 Rankin, Robert Alexander 12 Lu, Guangshi 11 Bétermin, Laurent 11 Panchishkin, Alexei A. 10 Choie, YoungJu 9 Lao, Huixue 9 Pomerance, Carl Bernard 8 Chan, Heng Huat 8 Das, Soumya 7 Gun, Sanoli 7 Maier, Helmut 7 Sarnak, Peter Clive 7 Witte Morris, Dave 6 Iwaniec, Henryk 6 Kohnen, Winfried 6 Pintz, Janos 6 Sebbar, Abdellah 6 Zhai, Wenguang 5 Böcherer, Siegfried 5 Erdős, Pál 5 Indlekofer, Karl-Heinz 5 Ivić, Aleksandar P. 5 Jennings-Shaffer, Chris 5 Koo, Jakyung 5 Maynard, James 5 Mixon, Dustin G. 5 Murty, Maruti Ram 5 Resnikoff, Howard L. 5 Sahu, Brundaban 5 Sankaranarayanan, Ayyadurai 5 Sengupta, Jyoti 5 Sloane, Neil James Alexander 4 Baruah, Nayandeep Deka 4 Blomer, Valentin 4 Cao, Xiaodong 4 Choi, Dohoon 4 Choi, Soyoung 4 Choi, Youn-Seo 4 Ford, Kevin B. 4 Gundlach, Karl-Bernhard 4 Haas, John I. IV 4 Hafner, James Lee 4 Im, Bo-Hae 4 Jasper, John 4 Kátai, Imre 4 Lamont, Patrick J. C. 4 Laurinčikas, Antanas 4 Lim, Subong 4 Mason, Alexander W. 4 Matthes, Roland 4 Ono, Ken 4 Petrache, Mircea 4 Rassias, Michael Th. 4 Saikia, Nipen 4 Serfaty, Sylvia 4 Tao, Terence 4 Wu, Jie 4 Zagier, Don Bernard 3 Berkovich, Alexander 3 Bhattacharya, Soumya 3 Bodmann, Bernhard G. 3 Chan, Song Heng 3 Conway, John Horton 3 Cooper, Shaun 3 Coulangeon, Renaud 3 Dodunekov, Stefan Manev 3 Duke, William Drexel 3 Elliott, Peter D. T. A. 3 Ernvall-Hytönen, Anne-Maria 3 Fickus, Matthew C. 3 Filaseta, Michael A. 3 Folsom, Amanda 3 Gajgalas, E. 3 Gallian, Joseph Anthony 3 Goldfeld, Dorian Morris 3 Good, Anton 3 Green, Ben Joseph 3 Groemer, Helmut 3 Hildebrand, Adolf J. 3 Imamoḡlu, Özlem 3 Jha, Abhash Kumar 3 Jiang, Yujiao 3 Jutila, Matti Ilmari 3 Kim, Haesuk 3 Knopfmacher, John 3 Konyagin, Sergeĭ Vladimirovich 3 Kumari, Moni 3 Lehner, Joseph 3 Li, Wen-Ch’ing Winnie 3 Lichtman, Jared Duker 3 Lucht, Lutz Gerhard 3 Maehara, Hiroshi 3 McNew, Nathan 3 Mertens, Michael Helmut 3 Moreno, Carlos Julio 3 Musin, Oleg R. 3 Petersson, Hans 3 Phillips, Ralph Saul ...and 778 more Authors
all top 5

#### Cited in 185 Serials

 74 Journal of Number Theory 42 Mathematische Annalen 34 Proceedings of the American Mathematical Society 34 The Ramanujan Journal 20 Inventiones Mathematicae 20 Journal of Soviet Mathematics 20 Mathematische Zeitschrift 19 Archiv der Mathematik 19 Transactions of the American Mathematical Society 18 Discrete Mathematics 18 Advances in Mathematics 16 Glasgow Mathematical Journal 16 International Journal of Number Theory 15 Journal of Mathematical Analysis and Applications 13 Duke Mathematical Journal 11 Mathematics of Computation 11 Journal de Théorie des Nombres de Bordeaux 10 Israel Journal of Mathematics 10 Monatshefte für Mathematik 10 Journal of Mathematical Sciences (New York) 9 Journal of Combinatorial Theory. Series A 8 Journal of Mathematical Physics 8 Lithuanian Mathematical Journal 8 Mathematical Notes 8 Mathematika 8 Journal of High Energy Physics 7 Manuscripta Mathematica 7 Acta Mathematica Hungarica 7 Discrete & Computational Geometry 6 Acta Arithmetica 6 Acta Mathematica 6 Annales de l’Institut Fourier 6 Proceedings of the Japan Academy. Series A 6 European Journal of Combinatorics 6 Linear Algebra and its Applications 6 Research in Number Theory 5 Acta Mathematica Academiae Scientiarum Hungaricae 5 Communications in Mathematical Physics 5 Nuclear Physics. B 5 Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg 5 Proceedings of the Edinburgh Mathematical Society. Series II 5 Graphs and Combinatorics 5 Forum Mathematicum 5 Bulletin of the American Mathematical Society. New Series 5 Proceedings of the Indian Academy of Sciences. Mathematical Sciences 5 Annals of Mathematics. Second Series 4 Mathematical Proceedings of the Cambridge Philosophical Society 4 Compositio Mathematica 4 Functiones et Approximatio. Commentarii Mathematici 4 Geometriae Dedicata 4 Advances in Applied Mathematics 4 Combinatorica 4 Journal of the American Mathematical Society 4 Designs, Codes and Cryptography 4 Geometric and Functional Analysis. GAFA 4 Aequationes Mathematicae 4 Indagationes Mathematicae. New Series 4 Bulletin of the American Mathematical Society 4 Science China. Mathematics 3 Bulletin of the Australian Mathematical Society 3 Computers & Mathematics with Applications 3 Problems of Information Transmission 3 Annales Scientifiques de l’École Normale Supérieure. Quatrième Série 3 Czechoslovak Mathematical Journal 3 Journal of Algebra 3 Journal of Computational and Applied Mathematics 3 Mathematische Nachrichten 3 Proceedings of the London Mathematical Society. Third Series 3 Siberian Mathematical Journal 3 Theoretical Computer Science 3 Acta Applicandae Mathematicae 3 Science in China. Series A 3 St. Petersburg Mathematical Journal 3 LMS Journal of Computation and Mathematics 3 Acta Mathematica Sinica. English Series 3 Journal of the Australian Mathematical Society 3 Computational Methods and Function Theory 3 Proceedings of the Steklov Institute of Mathematics 3 Research in the Mathematical Sciences 2 American Mathematical Monthly 2 Communications in Algebra 2 Communications on Pure and Applied Mathematics 2 Information Processing Letters 2 Journal d’Analyse Mathématique 2 Letters in Mathematical Physics 2 Physics Reports 2 Rocky Mountain Journal of Mathematics 2 Journal of Geometry and Physics 2 Annali di Matematica Pura ed Applicata. Serie Quarta 2 Functional Analysis and its Applications 2 Illinois Journal of Mathematics 2 Publications Mathématiques 2 Journal of Functional Analysis 2 Journal of Pure and Applied Algebra 2 Osaka Journal of Mathematics 2 Results in Mathematics 2 Chinese Annals of Mathematics. Series B 2 Applied Mathematics Letters 2 International Journal of Mathematics 2 Historia Mathematica ...and 85 more Serials
all top 5

#### Cited in 51 Fields

 626 Number theory (11-XX) 87 Combinatorics (05-XX) 50 Special functions (33-XX) 45 Convex and discrete geometry (52-XX) 41 Group theory and generalizations (20-XX) 29 Information and communication theory, circuits (94-XX) 28 Algebraic geometry (14-XX) 25 Quantum theory (81-XX) 23 Functions of a complex variable (30-XX) 18 Statistical mechanics, structure of matter (82-XX) 17 Partial differential equations (35-XX) 17 Harmonic analysis on Euclidean spaces (42-XX) 16 Topological groups, Lie groups (22-XX) 16 Functional analysis (46-XX) 15 Differential geometry (53-XX) 14 Geometry (51-XX) 14 Computer science (68-XX) 13 Nonassociative rings and algebras (17-XX) 11 Dynamical systems and ergodic theory (37-XX) 10 Probability theory and stochastic processes (60-XX) 9 History and biography (01-XX) 9 Ordinary differential equations (34-XX) 8 Several complex variables and analytic spaces (32-XX) 8 Relativity and gravitational theory (83-XX) 7 Global analysis, analysis on manifolds (58-XX) 6 Linear and multilinear algebra; matrix theory (15-XX) 6 Sequences, series, summability (40-XX) 5 Associative rings and algebras (16-XX) 5 Approximations and expansions (41-XX) 5 Operator theory (47-XX) 5 Numerical analysis (65-XX) 5 Operations research, mathematical programming (90-XX) 4 Real functions (26-XX) 4 Statistics (62-XX) 4 Mechanics of particles and systems (70-XX) 4 Mechanics of deformable solids (74-XX) 3 Calculus of variations and optimal control; optimization (49-XX) 2 Field theory and polynomials (12-XX) 2 Commutative algebra (13-XX) 2 Category theory; homological algebra (18-XX) 2 Measure and integration (28-XX) 2 Potential theory (31-XX) 2 Abstract harmonic analysis (43-XX) 2 Integral transforms, operational calculus (44-XX) 1 General and overarching topics; collections (00-XX) 1 Integral equations (45-XX) 1 Algebraic topology (55-XX) 1 Manifolds and cell complexes (57-XX) 1 Biology and other natural sciences (92-XX) 1 Systems theory; control (93-XX) 1 Mathematics education (97-XX)

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