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Watson, George Neville

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Author ID: watson.george-neville Recent zbMATH articles by "Watson, George Neville"
Published as: Watson, G. N.; Watson, George Neville
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Documents Indexed: 203 Publications since 1906, including 17 Books
Co-Authors: 4 Co-Authors with 10 Joint Publications
165 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

106 Publications have been cited 6,401 times in 6,085 Documents Cited by Year
A treatise on the theory of Bessel functions. Zbl 0063.08184
Watson, G. N.
1944
A course of modern analysis. JFM 45.0433.02
Whittaker, E. T.; Watson, G. N.
782
1915
A course of modern analysis. I. Translation from the English. 2nd ed. Zbl 0108.26903
Whittaker, E. T.; Watson, G. N.
759
1963
A treatise on the theory of Bessel functions. 2nd ed. Zbl 0174.36202
Watson, G. N.
605
1966
A course of modern analysis. An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. 4th ed. JFM 53.0180.04
Whittaker, E. T.; Watson, G. N.
596
1927
A treatise on the theory of Bessel functions. 2nd ed. Zbl 0849.33001
Watson, G. N.
486
1995
A treatise on the theory of Bessel functions. JFM 48.0412.02
Watson, G. N.
399
1922
A course of modern analysis. An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. Repr. of the 4th ed. 1927. Zbl 0951.30002
Whittaker, E. T.; Watson, G. N.
387
1996
A course of modern analysis. An introduction to the general theory on infinite processes and of analytic functions; with an account of the principal transcendental functions. 4th ed., reprinted. Zbl 0105.26901
Whittaker, E. T.; Watson, G. N.
192
1962
The final problem: An account of the mock theta functions. Zbl 0013.11502
Watson, G. N.
91
1936
Periodic sigma functions. Zbl 0046.30604
Watson, G. N.
53
1952
Theorems stated by Ramanujan. VII: Theorems on continued fractions. JFM 55.0273.01
Watson, G. N.
51
1929
Chapter 16 of Ramanujan’s second notebook: Theta-functions and q-series. Zbl 0565.33002
Adiga, C.; Berndt, Bruce C.; Bhargava, S.; Watson, G. N.
45
1985
The mock theta functions. II. Zbl 0015.30402
Watson, G. N.
43
1936
A new proof of the Rogers-Ramanujan identities. JFM 55.0219.09
Watson, G. N.
40
1929
Ramanujans Vermutung über Zerfällungsanzahlen. Zbl 0019.15302
Watson, G. N.
37
1938
The final problem: An account of the mock theta functions. JFM 62.0430.02
Watson, G. N.
35
1936
Three triple integrals. Zbl 0022.33202
Watson, G. N.
35
1939
A course of modern analysis. Reprint of the original 1920 3rd edition. Zbl 1458.30002
Whittaker, E. T.; Watson, G. N.
34
2020
The constants of Landau and Lebesgue. JFM 56.0972.02
Watson, G. N.
33
1930
A table of Ramanujan’s function \(\tau(n)\). Zbl 0032.01501
Watson, G. N.
33
1949
A course of modern analysis. An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. Third edition. JFM 47.0190.17
Whittaker, E. T.; Watson, G. N.
30
1920
The diffraction of electric waves by the earth. JFM 46.0753.03
Watson, G. N.
28
1918
A theory of asymptotic series. JFM 42.0273.01
Watson, G. N.
27
1911
The harmonic functions associated with the parabolic cylinder. II. JFM 46.0576.04
Watson, G. N.
26
1918
A treatise on the theory of Bessel functions. JFM 50.0264.01
Watson, G. N.
25
1925
Theorems stated by Ramanujan. IX: Two continued fractions. JFM 55.0274.01
Watson, G. N.
24
1929
Theorems stated by Ramanujan. V: Approximations connected with \(e^x\). JFM 55.0216.04
Watson, G. N.
23
1929
General transforms. Zbl 0007.06401
Watson, G. N.
23
1933
A proof of Kirkman’s hypothesis. Zbl 0133.25905
Watson, G. N.
20
1962
Proof of certain identities in combinatory analysis. Zbl 0009.33707
Watson, G. N.
20
1934
A note on gamma functions. Zbl 0103.29601
Watson, G. N.
19
1959
Notes on generating functions of polynomials. II. Hermite polynomials. Zbl 0007.20301
Watson, G. N.
18
1933
A note on generalized hypergeometric series. JFM 51.0283.04
Watson, G. N.
16
1925
Ramanujans Vermutung über Zerfällungsanzahlen. JFM 64.0122.02
Watson, G. N.
13
1938
The transformation of an asymptotic series into a convergent series of inverse factorials. JFM 43.0314.02
Watson, G. N.
13
1912
A note on the polynomials of Hermite and Laguerre. Zbl 0018.21302
Watson, G. N.
13
1938
Some self-reciprocal functions. Zbl 0003.30201
Watson, G. N.
12
1931
Another note on Laguerre polynomials. Zbl 0020.21805
Watson, G. N.
10
1939
Notes on generating functions of polynomials: III. Polynomials of Legendre and Gegenbauer. Zbl 0007.41101
Watson, G. N.
9
1933
Theorems stated by Ramanujan. II: Theorems on summation of series. JFM 54.0229.04
Watson, G. N.
7
1928
The problem of the square pyramid. JFM 46.0213.01
Watson, G. N.
7
1919
The use of series of Bessel functions in problems connected with cylindrical wind-tunnels. JFM 56.1262.01
Watson, G. N.
6
1930
Bessel functions and Kapteyn series. JFM 46.0576.03
Watson, G. N.
6
1917
Notes on generating functions of polynomials: I. Laguerre polynomials. Zbl 0007.20203
Watson, G. N.
6
1933
Über Ramanujansche Kongruenzeigenschaften der Zerfällungsanzahlen. I. Zbl 0011.00804
Watson, G. N.
6
1935
Singular moduli. III. Zbl 0012.19702
Watson, G. N.
6
1935
The mock theta function. II. JFM 62.1228.04
Watson, G. N.
5
1936
The integral formula for generalised Legendre functions. JFM 47.0334.02
Watson, G. N.
5
1919
The harmonic functions associated with the parabolic cylinder. JFM 41.0531.01
Watson, G. N.
5
1910
Ramanujan’s note books. Zbl 0003.14901
Watson, G. N.
5
1931
Singular moduli. V. Zbl 0015.38903
Watson, G. N.
5
1937
Three triple integrals. JFM 65.0277.02
Watson, G. N.
4
1939
Proof of certain identities in combinatory analysis. JFM 60.0184.01
Watson, G. N.
4
1934
The product of two hypergeometric functions. JFM 48.0416.01
Watson, G. N.
4
1921
The transmisson of electric waves round the earth. JFM 46.0754.01
Watson, G. N.
4
1918
Some singular moduli. I. Zbl 0005.00902
Watson, G. N.
4
1932
Notes on generating functions of polynomials: IV. Jacobi polynomials. Zbl 0008.16206
Watson, G. N.
4
1934
Two tables of partitions. Zbl 0016.34903
Watson, G. N.
4
1937
Another note on Laguerre polynomials. JFM 65.0284.02
Watson, G. N.
3
1939
Theorems stated by Ramanujan. VIII: Theorems on divergent series. JFM 55.0220.02
Watson, G. N.
3
1929
An expansion related to Stirling’s formula, derived by the method of steepest descents. JFM 46.0565.01
Watson, G. N.
3
1917
The marquis and the land agent, a tale of the eigthteenth century. JFM 59.0008.04
Watson, G. N.
3
1933
Some singular moduli. II. Zbl 0005.29604
Watson, G. N.
3
1932
Generating functions of class-numbers. Zbl 0008.29401
Watson, G. N.
3
1934
Ramanujan’s continued fraction. Zbl 0011.11504
Watson, G. N.
3
1935
Über eine Formel für numerische Berechnung der bestimmten Integrale. (On a formulae for the numerical computation of definite integrals.) Zbl 0012.39801
Watson, G. N.
3
1935
Singular moduli. VI. Zbl 0016.10201
Watson, G. N.
3
1937
A note on Spence’s logarithmic transcendant. Zbl 0016.25301
Watson, G. N.
3
1937
Some integrals involving Bessel functions. Zbl 0018.05903
Watson, G. N.
3
1938
A note on Gegenbauer polynomials. Zbl 0018.39803
Watson, G. N.
3
1938
A note on Spence’s logarithmic transcendant. JFM 63.0319.01
Watson, G. N.
2
1937
Über Poissonsche Summationsformeln. JFM 61.0448.04
Watson, G. N.
2
1935
Some self-reciprocal functions. JFM 57.0430.02
Watson, G. N.
2
1931
The zeros of Bessel functions. JFM 46.0578.04
Watson, G. N.
2
1918
Complex integration and Cauchy’s theorem. JFM 45.0664.05
Watson, G. N.
2
1914
The characteristics of asymptotic series. JFM 42.0273.02
Watson, G. N.
2
1912
The continuations of functions defined by generalised hypergeometric series. JFM 41.0501.01
Watson, G. N.
2
1910
Theorems stated by Ramanujan. XII: A singular modulus. Zbl 0001.14601
Watson, G. N.
2
1931
An inequality. Zbl 0011.20504
Watson, G. N.
2
1934
Singular moduli (4). Zbl 0013.19603
Watson, G. N.
2
1936
A reduction formula. Zbl 0056.06701
Watson, G. N.
2
1954
Some identities associated with a discriminant. Zbl 0074.25502
Watson, G. N.
2
1956
A theorem on continued fractions. Zbl 0087.05603
Watson, G. N.
2
1959
Über eine Reihe aus verallgemeinerten Laguerre’schen Polynomen. JFM 64.1033.01
Watson, G. N.
1
1938
Two tables of partitions. JFM 63.0141.02
Watson, G. N.
1
1937
A note on Lerch’s functions. JFM 63.0337.05
Watson, G. N.
1
1937
Singular moduli. IV. JFM 62.0141.01
Watson, G. N.
1
1936
Singular moduli. III. JFM 61.1054.02
Watson, G. N.
1
1935
Generating functions of a class numbers. JFM 60.0153.04
Watson, G. N.
1
1934
Theorems stated by Ramanujan. XI. JFM 57.0273.01
Watson, G. N.
1
1931
An expansion due to Abel. JFM 54.0362.05
Watson, G. N.
1
1928
The zeros of Lommel’s polynomials. JFM 47.0342.01
Watson, G. N.
1
1920
The Sum of a series of cosecants. JFM 46.0342.01
Watson, G. N.
1
1916
The limits of applicability of the principle of stationary phase. JFM 46.0411.01
Watson, G. N.
1
1917
Simple types of Kapteyn series. JFM 46.0577.01
Watson, G. N.
1
1917
A class of integral functions defined by Taylor’s series. JFM 44.0476.03
Watson, G. N.
1
1913
Theory of asymptotic series. JFM 43.0345.10
Watson, G. N.
1
1912
Theorems stated by Ramanujan. XI. Zbl 0001.05902
Watson, G. N.
1
1931
Theorems stated by Ramanujan (XIV): A singular modulus. Zbl 0003.12102
Watson, G. N.
1
1931
A course of modern analysis. Reprint of the original 1920 3rd edition. Zbl 1458.30002
Whittaker, E. T.; Watson, G. N.
34
2020
A course of modern analysis. An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. Repr. of the 4th ed. 1927. Zbl 0951.30002
Whittaker, E. T.; Watson, G. N.
387
1996
A treatise on the theory of Bessel functions. 2nd ed. Zbl 0849.33001
Watson, G. N.
486
1995
Chapter 16 of Ramanujan’s second notebook: Theta-functions and q-series. Zbl 0565.33002
Adiga, C.; Berndt, Bruce C.; Bhargava, S.; Watson, G. N.
45
1985
A treatise on the theory of Bessel functions. 2nd ed. Zbl 0174.36202
Watson, G. N.
605
1966
A course of modern analysis. I. Translation from the English. 2nd ed. Zbl 0108.26903
Whittaker, E. T.; Watson, G. N.
759
1963
A course of modern analysis. An introduction to the general theory on infinite processes and of analytic functions; with an account of the principal transcendental functions. 4th ed., reprinted. Zbl 0105.26901
Whittaker, E. T.; Watson, G. N.
192
1962
A proof of Kirkman’s hypothesis. Zbl 0133.25905
Watson, G. N.
20
1962
A note on gamma functions. Zbl 0103.29601
Watson, G. N.
19
1959
A theorem on continued fractions. Zbl 0087.05603
Watson, G. N.
2
1959
Some identities associated with a discriminant. Zbl 0074.25502
Watson, G. N.
2
1956
Schur’s inequality. Zbl 0074.03902
Watson, G. N.
1
1955
A reduction formula. Zbl 0056.06701
Watson, G. N.
2
1954
Two inequalities. Zbl 0052.01401
Watson, G. N.
1
1953
Periodic sigma functions. Zbl 0046.30604
Watson, G. N.
53
1952
A table of Ramanujan’s function \(\tau(n)\). Zbl 0032.01501
Watson, G. N.
33
1949
A treatise on the theory of Bessel functions. Zbl 0063.08184
Watson, G. N.
1944
Proof of a conjecture stated by Mordell. Zbl 0028.20605
Watson, G. N.
1
1941
Three triple integrals. Zbl 0022.33202
Watson, G. N.
35
1939
Another note on Laguerre polynomials. Zbl 0020.21805
Watson, G. N.
10
1939
Three triple integrals. JFM 65.0277.02
Watson, G. N.
4
1939
Another note on Laguerre polynomials. JFM 65.0284.02
Watson, G. N.
3
1939
Ramanujans Vermutung über Zerfällungsanzahlen. Zbl 0019.15302
Watson, G. N.
37
1938
Ramanujans Vermutung über Zerfällungsanzahlen. JFM 64.0122.02
Watson, G. N.
13
1938
A note on the polynomials of Hermite and Laguerre. Zbl 0018.21302
Watson, G. N.
13
1938
Some integrals involving Bessel functions. Zbl 0018.05903
Watson, G. N.
3
1938
A note on Gegenbauer polynomials. Zbl 0018.39803
Watson, G. N.
3
1938
Über eine Reihe aus verallgemeinerten Laguerre’schen Polynomen. JFM 64.1033.01
Watson, G. N.
1
1938
Singular moduli. V. Zbl 0015.38903
Watson, G. N.
5
1937
Two tables of partitions. Zbl 0016.34903
Watson, G. N.
4
1937
Singular moduli. VI. Zbl 0016.10201
Watson, G. N.
3
1937
A note on Spence’s logarithmic transcendant. Zbl 0016.25301
Watson, G. N.
3
1937
A note on Spence’s logarithmic transcendant. JFM 63.0319.01
Watson, G. N.
2
1937
Two tables of partitions. JFM 63.0141.02
Watson, G. N.
1
1937
A note on Lerch’s functions. JFM 63.0337.05
Watson, G. N.
1
1937
The final problem: An account of the mock theta functions. Zbl 0013.11502
Watson, G. N.
91
1936
The mock theta functions. II. Zbl 0015.30402
Watson, G. N.
43
1936
The final problem: An account of the mock theta functions. JFM 62.0430.02
Watson, G. N.
35
1936
The mock theta function. II. JFM 62.1228.04
Watson, G. N.
5
1936
Singular moduli (4). Zbl 0013.19603
Watson, G. N.
2
1936
Singular moduli. IV. JFM 62.0141.01
Watson, G. N.
1
1936
An integral equation for the square of a Laguerre polynomial. Zbl 0015.16104
Watson, G. N.
1
1936
Über Ramanujansche Kongruenzeigenschaften der Zerfällungsanzahlen. I. Zbl 0011.00804
Watson, G. N.
6
1935
Singular moduli. III. Zbl 0012.19702
Watson, G. N.
6
1935
Ramanujan’s continued fraction. Zbl 0011.11504
Watson, G. N.
3
1935
Über eine Formel für numerische Berechnung der bestimmten Integrale. (On a formulae for the numerical computation of definite integrals.) Zbl 0012.39801
Watson, G. N.
3
1935
Über Poissonsche Summationsformeln. JFM 61.0448.04
Watson, G. N.
2
1935
Singular moduli. III. JFM 61.1054.02
Watson, G. N.
1
1935
Proof of certain identities in combinatory analysis. Zbl 0009.33707
Watson, G. N.
20
1934
Proof of certain identities in combinatory analysis. JFM 60.0184.01
Watson, G. N.
4
1934
Notes on generating functions of polynomials: IV. Jacobi polynomials. Zbl 0008.16206
Watson, G. N.
4
1934
Generating functions of class-numbers. Zbl 0008.29401
Watson, G. N.
3
1934
An inequality. Zbl 0011.20504
Watson, G. N.
2
1934
Generating functions of a class numbers. JFM 60.0153.04
Watson, G. N.
1
1934
An infinite integral involving Bessel functions. Zbl 0008.16402
Watson, G. N.
1
1934
General transforms. Zbl 0007.06401
Watson, G. N.
23
1933
Notes on generating functions of polynomials. II. Hermite polynomials. Zbl 0007.20301
Watson, G. N.
18
1933
Notes on generating functions of polynomials: III. Polynomials of Legendre and Gegenbauer. Zbl 0007.41101
Watson, G. N.
9
1933
Notes on generating functions of polynomials: I. Laguerre polynomials. Zbl 0007.20203
Watson, G. N.
6
1933
The marquis and the land agent, a tale of the eigthteenth century. JFM 59.0008.04
Watson, G. N.
3
1933
Über die Schläflischen Modulargleichungen. Zbl 0007.12301
Watson, G. N.
1
1933
Some singular moduli. I. Zbl 0005.00902
Watson, G. N.
4
1932
Some singular moduli. II. Zbl 0005.29604
Watson, G. N.
3
1932
Some self-reciprocal functions. Zbl 0003.30201
Watson, G. N.
12
1931
Ramanujan’s note books. Zbl 0003.14901
Watson, G. N.
5
1931
Some self-reciprocal functions. JFM 57.0430.02
Watson, G. N.
2
1931
Theorems stated by Ramanujan. XII: A singular modulus. Zbl 0001.14601
Watson, G. N.
2
1931
Theorems stated by Ramanujan. XI. JFM 57.0273.01
Watson, G. N.
1
1931
Theorems stated by Ramanujan. XI. Zbl 0001.05902
Watson, G. N.
1
1931
Theorems stated by Ramanujan (XIV): A singular modulus. Zbl 0003.12102
Watson, G. N.
1
1931
The constants of Landau and Lebesgue. JFM 56.0972.02
Watson, G. N.
33
1930
The use of series of Bessel functions in problems connected with cylindrical wind-tunnels. JFM 56.1262.01
Watson, G. N.
6
1930
Theorems stated by Ramanujan. VII: Theorems on continued fractions. JFM 55.0273.01
Watson, G. N.
51
1929
A new proof of the Rogers-Ramanujan identities. JFM 55.0219.09
Watson, G. N.
40
1929
Theorems stated by Ramanujan. IX: Two continued fractions. JFM 55.0274.01
Watson, G. N.
24
1929
Theorems stated by Ramanujan. V: Approximations connected with \(e^x\). JFM 55.0216.04
Watson, G. N.
23
1929
Theorems stated by Ramanujan. VIII: Theorems on divergent series. JFM 55.0220.02
Watson, G. N.
3
1929
Theorems stated by Ramanujan. II: Theorems on summation of series. JFM 54.0229.04
Watson, G. N.
7
1928
An expansion due to Abel. JFM 54.0362.05
Watson, G. N.
1
1928
A course of modern analysis. An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. 4th ed. JFM 53.0180.04
Whittaker, E. T.; Watson, G. N.
596
1927
A treatise on the theory of Bessel functions. JFM 50.0264.01
Watson, G. N.
25
1925
A note on generalized hypergeometric series. JFM 51.0283.04
Watson, G. N.
16
1925
A treatise on the theory of Bessel functions. JFM 48.0412.02
Watson, G. N.
399
1922
The product of two hypergeometric functions. JFM 48.0416.01
Watson, G. N.
4
1921
A course of modern analysis. An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. Third edition. JFM 47.0190.17
Whittaker, E. T.; Watson, G. N.
30
1920
The zeros of Lommel’s polynomials. JFM 47.0342.01
Watson, G. N.
1
1920
The problem of the square pyramid. JFM 46.0213.01
Watson, G. N.
7
1919
The integral formula for generalised Legendre functions. JFM 47.0334.02
Watson, G. N.
5
1919
The diffraction of electric waves by the earth. JFM 46.0753.03
Watson, G. N.
28
1918
The harmonic functions associated with the parabolic cylinder. II. JFM 46.0576.04
Watson, G. N.
26
1918
The transmisson of electric waves round the earth. JFM 46.0754.01
Watson, G. N.
4
1918
The zeros of Bessel functions. JFM 46.0578.04
Watson, G. N.
2
1918
Bessel functions and Kapteyn series. JFM 46.0576.03
Watson, G. N.
6
1917
An expansion related to Stirling’s formula, derived by the method of steepest descents. JFM 46.0565.01
Watson, G. N.
3
1917
The limits of applicability of the principle of stationary phase. JFM 46.0411.01
Watson, G. N.
1
1917
Simple types of Kapteyn series. JFM 46.0577.01
Watson, G. N.
1
1917
The Sum of a series of cosecants. JFM 46.0342.01
Watson, G. N.
1
1916
A course of modern analysis. JFM 45.0433.02
Whittaker, E. T.; Watson, G. N.
782
1915
Complex integration and Cauchy’s theorem. JFM 45.0664.05
Watson, G. N.
2
1914
A class of integral functions defined by Taylor’s series. JFM 44.0476.03
Watson, G. N.
1
1913
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14 Chan, Heng Huat
14 Laforgia, Andrea
13 Aouf, Mohamed Kamal
13 Forrester, Peter J.
13 Veselov, Alexander Petrovich
12 Cooper, Shaun
12 Ono, Ken
12 Ponnusamy, Saminathan
12 Prodinger, Helmut
12 Przybylska, Maria
12 Qiu, Songliang
12 Vuorinen, Matti Keijo Kustaa
12 Zaharescu, Alexandru
11 Chen, Chaoping
11 Elbert, Árpád
11 Folsom, Amanda L.
11 Katori, Makoto
11 Maciejewski, Andrzej J.
11 Varona Malumbres, Juan Luis
10 Lin, Chang-Shou
10 Liu, Zhi-Guo
10 Lorch, Lee
10 Moll, Victor Hugo
10 Qi, Zhi
10 Roncal, Luz
10 Saikia, Nipen
10 Shen, Lichien
10 Siafarikas, Panayiotis D.
9 Blümlein, Johannes
9 Bunkova, Elena Yur’evna
9 Campos, L. M. B. C.
9 Carlitz, Leonard
9 Dattoli, Giuseppe
9 Deniz, Erhan
9 El Bachraoui, Mohamed
9 Gardiner, Stephen J.
9 Garvan, Frank G.
9 Gesztesy, Fritz
9 Hill, James Murray
9 Janssen, Augustus Josephus Elizabeth Maria
9 Koumandos, Stamatis
9 Mahadeva Naika, Megadahalli Sidda
9 Mehrez, Khaled
9 Nemes, Gergő
9 Nowak, Adam
9 Patel, Jagannath
9 Szasz, Robert Zoltan
8 Alzer, Horst
8 Baruah, Nayandeep Deka
8 Brezhnev, Yurii V.
8 Crowdy, Darren Gregory
8 El-Ashwah, Rabha Mohamed
8 Huber, Tim
8 Ivanov, Roman V.
8 Koelink, Erik
8 Markett, Clemens
8 McCoy, Peter A.
8 Milne, Stephen C.
8 Ruijsenaars, Simon N. M.
8 Schlosser, Michael J.
8 Shimomura, Shun
8 Sloane, Neil James Alexander
8 Srivastava, Bhaskar
8 Suslov, Sergei K.
8 Varlamov, Vladimir V.
7 Albeverio, Sergio A.
7 Cannarsa, Piermarco
7 Chen, William Yong-Chuan
7 Chen, Yanping
7 Chen, Zhijie
7 Cho, Nak Eun
7 Ding, Yong
7 Dobrokhotov, Sergei Yurievich
7 Driver, Kathy A.
7 Gu, Nancy Shan Shan
7 Hone, Andrew N. W.
7 Ifantis, Evangelos K.
...and 6,494 more Authors
all top 5

Cited in 668 Serials

355 Journal of Mathematical Analysis and Applications
177 Journal of Computational and Applied Mathematics
157 Transactions of the American Mathematical Society
152 Proceedings of the American Mathematical Society
146 The Ramanujan Journal
113 Applied Mathematics and Computation
94 Nuclear Physics. B
94 Journal of Number Theory
93 Advances in Mathematics
85 Journal of Mathematical Physics
83 Mathematics of Computation
77 Journal of Functional Analysis
73 International Journal of Engineering Science
71 Journal of Approximation Theory
60 Journal of Differential Equations
56 Communications in Mathematical Physics
55 Journal of Computational Physics
55 Mathematische Annalen
55 Mathematische Zeitschrift
55 Annals of Physics
52 Mathematical Notes
51 Journal of Mathematical Sciences (New York)
47 Journal of Statistical Physics
47 Integral Transforms and Special Functions
46 Acta Mechanica
46 Theoretical and Mathematical Physics
46 Physica D
45 Physics Letters. A
43 ZAMP. Zeitschrift für angewandte Mathematik und Physik
40 Archive for Rational Mechanics and Analysis
40 Computers & Mathematics with Applications
38 Journal of High Energy Physics
37 Advances in Applied Mathematics
36 Journal of Applied Mathematics and Mechanics
36 Physical Review, II. Series
33 Physics of Fluids
33 Journal of Geometry and Physics
32 Journal d’Analyse Mathématique
32 Monatshefte für Mathematik
31 Journal of Combinatorial Theory. Series A
29 Ukrainian Mathematical Journal
29 Acta Mathematica
29 Results in Mathematics
28 Annali di Matematica Pura ed Applicata. Serie Quarta
28 International Journal of Number Theory
27 Duke Mathematical Journal
27 The Journal of Fourier Analysis and Applications
26 Tôhoku Mathematical Journal. Second Series
25 Siberian Mathematical Journal
25 Applied Mathematics Letters
24 Constructive Approximation
23 Mathematical Proceedings of the Cambridge Philosophical Society
23 Rocky Mountain Journal of Mathematics
23 Wave Motion
23 Statistics & Probability Letters
22 Letters in Mathematical Physics
21 Physics Letters. B
21 Inventiones Mathematicae
21 Numerische Mathematik
21 SIGMA. Symmetry, Integrability and Geometry: Methods and Applications
20 Discrete Mathematics
20 Journal of Engineering Mathematics
20 Annales de l’Institut Fourier
20 Compositio Mathematica
20 Proceedings of the Steklov Institute of Mathematics
19 Stochastic Processes and their Applications
19 Proceedings of the Indian Academy of Sciences. Mathematical Sciences
19 Lobachevskii Journal of Mathematics
18 Probability Theory and Related Fields
18 Computational Mathematics and Mathematical Physics
18 Applied and Computational Harmonic Analysis
18 Acta Mathematica Sinica. English Series
17 Rendiconti del Seminario Matematico della Università di Padova
17 Computational Methods and Function Theory
16 Computer Physics Communications
16 International Journal of Theoretical Physics
16 Soviet Applied Mechanics
16 Proceedings of the Japan Academy. Series A
16 Theoretical Computer Science
16 Journal of Theoretical Probability
16 Mathematical and Computer Modelling
16 Complex Analysis and Operator Theory
16 Applied Scientific Research, Section B
15 Fluid Dynamics
15 Journal of Fluid Mechanics
15 International Journal of Mathematics and Mathematical Sciences
15 Journal of Statistical Planning and Inference
15 Proceedings of the Edinburgh Mathematical Society. Series II
15 PMM, Journal of Applied Mathematics and Mechanics
14 Lithuanian Mathematical Journal
14 Physica A
14 Archiv der Mathematik
14 Nonlinear Analysis. Theory, Methods & Applications. Series A: Theory and Methods
14 Acta Applicandae Mathematicae
14 Numerical Algorithms
14 Celestial Mechanics
14 Doklady Mathematics
14 Annales Henri Poincaré
13 Journal of the Franklin Institute
13 Journal of the Mechanics and Physics of Solids
...and 568 more Serials
all top 5

Cited in 62 Fields

1,535 Special functions (33-XX)
1,013 Number theory (11-XX)
872 Partial differential equations (35-XX)
454 Quantum theory (81-XX)
430 Harmonic analysis on Euclidean spaces (42-XX)
400 Ordinary differential equations (34-XX)
400 Probability theory and stochastic processes (60-XX)
396 Functions of a complex variable (30-XX)
391 Numerical analysis (65-XX)
298 Mechanics of deformable solids (74-XX)
293 Fluid mechanics (76-XX)
289 Combinatorics (05-XX)
248 Approximations and expansions (41-XX)
236 Operator theory (47-XX)
217 Integral transforms, operational calculus (44-XX)
210 Statistical mechanics, structure of matter (82-XX)
203 Real functions (26-XX)
166 Dynamical systems and ergodic theory (37-XX)
153 Statistics (62-XX)
137 Functional analysis (46-XX)
125 Mechanics of particles and systems (70-XX)
121 Algebraic geometry (14-XX)
116 Global analysis, analysis on manifolds (58-XX)
116 Optics, electromagnetic theory (78-XX)
103 Differential geometry (53-XX)
93 Sequences, series, summability (40-XX)
92 Relativity and gravitational theory (83-XX)
87 Topological groups, Lie groups (22-XX)
87 Integral equations (45-XX)
85 Abstract harmonic analysis (43-XX)
75 Difference and functional equations (39-XX)
74 Biology and other natural sciences (92-XX)
70 Computer science (68-XX)
68 Potential theory (31-XX)
65 Linear and multilinear algebra; matrix theory (15-XX)
55 Calculus of variations and optimal control; optimization (49-XX)
53 Information and communication theory, circuits (94-XX)
52 Systems theory; control (93-XX)
48 Nonassociative rings and algebras (17-XX)
48 Game theory, economics, finance, and other social and behavioral sciences (91-XX)
46 Several complex variables and analytic spaces (32-XX)
42 History and biography (01-XX)
36 Convex and discrete geometry (52-XX)
36 Classical thermodynamics, heat transfer (80-XX)
27 Geophysics (86-XX)
26 Field theory and polynomials (12-XX)
22 Astronomy and astrophysics (85-XX)
22 Operations research, mathematical programming (90-XX)
21 Measure and integration (28-XX)
16 Associative rings and algebras (16-XX)
16 Group theory and generalizations (20-XX)
15 Geometry (51-XX)
15 Manifolds and cell complexes (57-XX)
9 Order, lattices, ordered algebraic structures (06-XX)
8 Commutative algebra (13-XX)
6 General and overarching topics; collections (00-XX)
6 Mathematical logic and foundations (03-XX)
4 Algebraic topology (55-XX)
2 General algebraic systems (08-XX)
2 Category theory; homological algebra (18-XX)
2 \(K\)-theory (19-XX)
1 Mathematics education (97-XX)

Citations by Year

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