×

Vogan, David Alexander jun.

Author ID: vogan.david-a-jun Recent zbMATH articles by "Vogan, David Alexander jun."
Published as: Vogan, David A. jun.; Vogan, David; Vogan, David A.; Vogan, D. A. jun.; Vogan, David A jun.
Homepage: http://www-math.mit.edu/~dav/
External Links: MGP · Wikidata · GND · IdRef
Documents Indexed: 84 Publications since 1977, including 5 Books and 4 Additional arXiv Preprints
3 Contributions as Editor · 1 Further Contribution
Reviewing Activity: 26 Reviews
Biographic References: 4 Publications
Co-Authors: 46 Co-Authors with 46 Joint Publications
670 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

75 Publications have been cited 2,412 times in 1,221 Documents Cited by Year
Representations of real reductive Lie groups. Zbl 0469.22012
Vogan, David A. jun.
263
1981
Unitary representations with nonzero cohomology. Zbl 0692.22008
Vogan, David A. jun.; Zuckerman, Gregg J.
161
1984
Cohomological induction and unitary representations. Zbl 0863.22011
Knapp, Anthony W.; Vogan, David A. jun.
134
1995
Unitarizability of certain series of representations. Zbl 0561.22010
Vogan, David A. jun.
128
1984
Gelfand-Kirillov dimension for Harish-Chandra modules. Zbl 0389.17002
Vogan, David A. jun.
116
1978
Reducibility of generalized principal series representations. Zbl 0457.22011
Speh, Birgit; Vogan, David A. jun.
101
1980
Primitive ideals and orbital integrals in complex classical groups. Zbl 0489.22010
Barbasch, Dan; Vogan, David
100
1982
Unipotent representations of complex semisimple groups. Zbl 0582.22007
Barbasch, Dan; Vogan, David A.
91
1985
The unitary dual of \(\mathrm{GL}(n)\) over an archimedean field. Zbl 0598.22008
Vogan, David A. jun.
88
1986
Irreducible characters of semisimple Lie groups. III: Proof of Kazhdan-Lusztig conjecture in the integral case. Zbl 0505.22016
Vogan, David A. jun.
84
1983
Associated varieties and unipotent representations. Zbl 0832.22019
Vogan, David A. jun.
76
1991
The algebraic structure of the representation of semisimple Lie groups. I. Zbl 0424.22010
Vogan, David A. jun.
70
1979
Singularities of closures of K-orbits on flag manifolds. Zbl 0544.14035
Lusztig, George; Vogan, David A. jun.
69
1983
Primitive ideals and orbital integrals in complex exceptional groups. Zbl 0513.22009
Barbasch, Dan; Vogan, David
68
1983
The Langlands classification and irreducible characters for real reductive groups. Zbl 0756.22004
Adams, Jeffrey; Barbasch, Dan; Vogan, David A. jun.
60
1992
Irreducible characters of semisimple Lie groups. IV: Character - multiplicity duality. Zbl 0536.22022
Vogan, David A.
58
1982
The local structure of characters. Zbl 0436.22011
Barbasch, Dan; Vogan, David A. jun.
56
1980
The local Langlands conjecture. Zbl 0802.22005
Vogan, David A. jun.
53
1993
Unitary representations of reductive Lie groups. Zbl 0626.22011
Vogan, David A. jun.
52
1987
Irreducible characters of semisimple Lie groups. I. Zbl 0398.22021
Vogan, David A. jun.
52
1979
Irreducible characters of semisimple Lie groups. II: The Kazhdan-Lusztig conjectures. Zbl 0421.22008
Vogan, David A. jun.
51
1979
A generalized \(\tau\)-invariant for the primitive spectrum of a semisimple Lie algebra. Zbl 0387.17007
Vogan, David A. jun.
44
1979
Hecke algebras and involutions in Weyl groups. Zbl 1288.20006
Lusztig, George; Vogan, David A. jun.
31
2012
Ordering of the primitive spectrum of a semisimple Lie algebra. Zbl 0414.17006
Vogan, David A. jun.
26
1980
The unitary dual of \(G_ 2\). Zbl 0808.22003
Vogan, David A. jun.
25
1994
Unitary representations of real reductive groups. Zbl 1460.22005
Adams, Jeffrey D.; van Leeuwen, Marc A. A.; Trapa, Peter E.; Vogan, David A. jun.
22
2020
The orbit method and primitive ideals for semisimple Lie algebras. Zbl 0585.17008
Vogan, David A. jun.
21
1986
Intertwining operators for real reductive groups. Zbl 0729.22021
Vogan, D. A. jun.; Wallach, N. R.
21
1990
On the classification of unitary representations of reductive Lie groups. Zbl 0918.22009
Salamanca-Riba, Susana A.; Vogan, David A. jun.
19
1998
\(L\)-groups, projective representations, and the Langlands classification. Zbl 0760.22013
Adams, Jeffrey; Vogan, David A. jun.
19
1992
Functions on the model orbit in \(E_{8}\). Zbl 0909.22027
Adams, Jeffrey; Huang, Jing-Song; Vogan, David A. jun.
16
1998
Weyl group representations and nilpotent orbits. Zbl 0537.22013
Barbasch, Dan; Vogan, David
15
1983
The method of coadjoint orbits for real reductive groups. Zbl 0948.22013
Vogan, David A. jun.
15
2000
Singular unitary representations. Zbl 0464.22007
Vogan, David A. jun.
15
1981
Unitary Shimura correspondences for split real groups. Zbl 1114.22009
Adams, Jeffrey; Barbasch, Dan M.; Paul, Annegret; Trapa, Peter E.; Vogan, David A. jun.
13
2007
Dixmier algebras, sheets, and representation theory. Zbl 0854.17010
Vogan, David A. jun.
13
1990
Analysis in space-time bundles. IV: Natural bundles deforming into and composed of the same invariant factors as the spin and form bundles. Zbl 0682.58022
Paneitz, S. M.; Segal, I. E.; Vogan, D. A. jun.
10
1987
Irreducibility of discrete series representations for semisimple symmetric spaces. Zbl 0733.22008
Vogan, David A. jun.
10
1988
Classification of the irreducible representations of semisimple Lie groups. Zbl 0368.20026
Vogan, David A. jun.
10
1977
Contragredient representations and characterizing the local Langlands correspondence. Zbl 1354.11039
Adams, Jeffrey; Vogan, David A. jun.
10
2016
Representations of reductive Lie groups. Zbl 0681.22013
Vogan, David A. jun.
9
1987
Translation principle for Dirac index. Zbl 1384.17013
Mehdi, Salah; Pandžić, Pavle; Vogan, David
8
2017
Branching to a maximal compact subgroup. Zbl 1390.22016
Vogan, David A. jun.
8
2007
Unitary representations and complex analysis. Zbl 1143.22002
Vogan, David A. jun.
7
2008
The orbit method and unitary representations for reductive Lie groups. Zbl 0897.22010
Vogan, David A. jun.
6
1997
On the structure of Kazhdan-Lusztig cells for branched Dynkin diagrams. Zbl 0786.22024
Garfinkle, Devra; Vogan, David A. jun.
6
1992
Cohomology and group representations. Zbl 0890.22009
Vogan, David A. jun.
6
1997
A reducibility criterion for generalized principal series. Zbl 0367.22015
Speh, Birgit; Vogan, David
6
1977
Dirac index and associated cycles of Harish-Chandra modules. Zbl 1433.22009
Mehdi, Salah; Pandžić, Pavle; Vogan, David A.; Zierau, Roger
6
2020
Geometric quantization for nilpotent coadjoint orbits. Zbl 0886.22008
Graham, William; Vogan, David A. jun.
5
1998
Quasisplit Hecke algebras and symmetric spaces. Zbl 1300.20006
Lusztig, George; Vogan, David A. jun.
5
2014
Isolated unitary representations. Zbl 1161.22009
Vogan, David A. jun.
4
2007
Hecke algebras and involutions in Coxeter groups. Zbl 1343.20008
Lusztig, George; Vogan, David A. jun.
4
2015
Laplacians on spheres. Zbl 1405.43007
Schlichtkrull, Henrik; Trapa, Peter E.; Vogan, David A. jun.
4
2018
The character table for \(E_8\). Zbl 1142.22009
Vogan, David
3
2007
Understanding the unitary dual. Zbl 0527.22017
Vogan, David A. jun.
3
1983
Harish-Chandra’s method of descent. Zbl 0808.22001
Adams, Jeffrey; Vogan, David A. jun.
3
1992
Parameters for twisted representations. Zbl 1342.22021
Adams, Jeffrey; Vogan, David A jun.
3
2015
Unitary representations of reductive Lie groups. Zbl 1149.22301
Vogan, David A. jun.
3
2000
On classifying unitary modules by their Dirac cohomology. Zbl 1410.22007
Huang, Jing-Song; Pandžić, Pavle; Vogan, David
3
2017
Noncommutative algebras and unitary representations. Zbl 0685.22006
Vogan, David A. jun.
2
1988
The Kazhdan-Lusztig conjecture for real reductive groups. Zbl 0535.22014
Vogan, David A. jun.
2
1983
Spinor currents as vector particles. Zbl 0912.53060
Segal, Irving; Vogan, David A. jun.; Zhou, Zhengfang
2
1998
Classifying representations by lowest K-types. Zbl 0563.22010
Vogan, David A. jun.
2
1985
Lie algebra cohomology and a multiplicity formula of Kostant. Zbl 0373.17007
Vogan, David A. jun.
2
1978
The size of infinite dimensional representations. Zbl 0426.22016
Vogan, David A. jun.
2
1980
Unipotent representations and cohomological induction. Zbl 0822.22009
Vogan, David A. jun.
2
1993
Unitary representations of reductive Lie groups and the orbit method. (Based on notes prepared by Jorge Vargas). Zbl 0789.22026
Vogan, David A. jun.
2
1992
Computing the associated cycles of certain Harish-Chandra modules. Zbl 1422.22016
Mehdi, Salah; Pandžić, Pavle; Vogan, David; Zierau, Roger
2
2018
A Langlands classification for unitary representations. Zbl 1015.22008
Vogan, David A. jun.
1
2000
Reducibility of standard representations. Zbl 0558.22009
Barbasch, Dan; Vogan, David A.
1
1984
Strictly small representations and a reduction theorem for the unitary dual. Zbl 0984.22012
Salamanca-Riba, Susana A.; Vogan, David A. jun.
1
2001
The size of infinite-dimensional representations. Zbl 1381.22011
Vogan, David A. jun.
1
2017
Finite maximal tori. Zbl 1362.17015
Han, Gang; Vogan, David A. jun.
1
2014
Associated varieties for real reductive groups. Zbl 1504.22012
Adams, Jeffrey; Vogan, David A. jun.
1
2021
Associated varieties for real reductive groups. Zbl 1504.22012
Adams, Jeffrey; Vogan, David A. jun.
1
2021
Unitary representations of real reductive groups. Zbl 1460.22005
Adams, Jeffrey D.; van Leeuwen, Marc A. A.; Trapa, Peter E.; Vogan, David A. jun.
22
2020
Dirac index and associated cycles of Harish-Chandra modules. Zbl 1433.22009
Mehdi, Salah; Pandžić, Pavle; Vogan, David A.; Zierau, Roger
6
2020
Laplacians on spheres. Zbl 1405.43007
Schlichtkrull, Henrik; Trapa, Peter E.; Vogan, David A. jun.
4
2018
Computing the associated cycles of certain Harish-Chandra modules. Zbl 1422.22016
Mehdi, Salah; Pandžić, Pavle; Vogan, David; Zierau, Roger
2
2018
Translation principle for Dirac index. Zbl 1384.17013
Mehdi, Salah; Pandžić, Pavle; Vogan, David
8
2017
On classifying unitary modules by their Dirac cohomology. Zbl 1410.22007
Huang, Jing-Song; Pandžić, Pavle; Vogan, David
3
2017
The size of infinite-dimensional representations. Zbl 1381.22011
Vogan, David A. jun.
1
2017
Contragredient representations and characterizing the local Langlands correspondence. Zbl 1354.11039
Adams, Jeffrey; Vogan, David A. jun.
10
2016
Hecke algebras and involutions in Coxeter groups. Zbl 1343.20008
Lusztig, George; Vogan, David A. jun.
4
2015
Parameters for twisted representations. Zbl 1342.22021
Adams, Jeffrey; Vogan, David A jun.
3
2015
Quasisplit Hecke algebras and symmetric spaces. Zbl 1300.20006
Lusztig, George; Vogan, David A. jun.
5
2014
Finite maximal tori. Zbl 1362.17015
Han, Gang; Vogan, David A. jun.
1
2014
Hecke algebras and involutions in Weyl groups. Zbl 1288.20006
Lusztig, George; Vogan, David A. jun.
31
2012
Unitary representations and complex analysis. Zbl 1143.22002
Vogan, David A. jun.
7
2008
Unitary Shimura correspondences for split real groups. Zbl 1114.22009
Adams, Jeffrey; Barbasch, Dan M.; Paul, Annegret; Trapa, Peter E.; Vogan, David A. jun.
13
2007
Branching to a maximal compact subgroup. Zbl 1390.22016
Vogan, David A. jun.
8
2007
Isolated unitary representations. Zbl 1161.22009
Vogan, David A. jun.
4
2007
The character table for \(E_8\). Zbl 1142.22009
Vogan, David
3
2007
Strictly small representations and a reduction theorem for the unitary dual. Zbl 0984.22012
Salamanca-Riba, Susana A.; Vogan, David A. jun.
1
2001
The method of coadjoint orbits for real reductive groups. Zbl 0948.22013
Vogan, David A. jun.
15
2000
Unitary representations of reductive Lie groups. Zbl 1149.22301
Vogan, David A. jun.
3
2000
A Langlands classification for unitary representations. Zbl 1015.22008
Vogan, David A. jun.
1
2000
On the classification of unitary representations of reductive Lie groups. Zbl 0918.22009
Salamanca-Riba, Susana A.; Vogan, David A. jun.
19
1998
Functions on the model orbit in \(E_{8}\). Zbl 0909.22027
Adams, Jeffrey; Huang, Jing-Song; Vogan, David A. jun.
16
1998
Geometric quantization for nilpotent coadjoint orbits. Zbl 0886.22008
Graham, William; Vogan, David A. jun.
5
1998
Spinor currents as vector particles. Zbl 0912.53060
Segal, Irving; Vogan, David A. jun.; Zhou, Zhengfang
2
1998
The orbit method and unitary representations for reductive Lie groups. Zbl 0897.22010
Vogan, David A. jun.
6
1997
Cohomology and group representations. Zbl 0890.22009
Vogan, David A. jun.
6
1997
Cohomological induction and unitary representations. Zbl 0863.22011
Knapp, Anthony W.; Vogan, David A. jun.
134
1995
The unitary dual of \(G_ 2\). Zbl 0808.22003
Vogan, David A. jun.
25
1994
The local Langlands conjecture. Zbl 0802.22005
Vogan, David A. jun.
53
1993
Unipotent representations and cohomological induction. Zbl 0822.22009
Vogan, David A. jun.
2
1993
The Langlands classification and irreducible characters for real reductive groups. Zbl 0756.22004
Adams, Jeffrey; Barbasch, Dan; Vogan, David A. jun.
60
1992
\(L\)-groups, projective representations, and the Langlands classification. Zbl 0760.22013
Adams, Jeffrey; Vogan, David A. jun.
19
1992
On the structure of Kazhdan-Lusztig cells for branched Dynkin diagrams. Zbl 0786.22024
Garfinkle, Devra; Vogan, David A. jun.
6
1992
Harish-Chandra’s method of descent. Zbl 0808.22001
Adams, Jeffrey; Vogan, David A. jun.
3
1992
Unitary representations of reductive Lie groups and the orbit method. (Based on notes prepared by Jorge Vargas). Zbl 0789.22026
Vogan, David A. jun.
2
1992
Associated varieties and unipotent representations. Zbl 0832.22019
Vogan, David A. jun.
76
1991
Intertwining operators for real reductive groups. Zbl 0729.22021
Vogan, D. A. jun.; Wallach, N. R.
21
1990
Dixmier algebras, sheets, and representation theory. Zbl 0854.17010
Vogan, David A. jun.
13
1990
Irreducibility of discrete series representations for semisimple symmetric spaces. Zbl 0733.22008
Vogan, David A. jun.
10
1988
Noncommutative algebras and unitary representations. Zbl 0685.22006
Vogan, David A. jun.
2
1988
Unitary representations of reductive Lie groups. Zbl 0626.22011
Vogan, David A. jun.
52
1987
Analysis in space-time bundles. IV: Natural bundles deforming into and composed of the same invariant factors as the spin and form bundles. Zbl 0682.58022
Paneitz, S. M.; Segal, I. E.; Vogan, D. A. jun.
10
1987
Representations of reductive Lie groups. Zbl 0681.22013
Vogan, David A. jun.
9
1987
The unitary dual of \(\mathrm{GL}(n)\) over an archimedean field. Zbl 0598.22008
Vogan, David A. jun.
88
1986
The orbit method and primitive ideals for semisimple Lie algebras. Zbl 0585.17008
Vogan, David A. jun.
21
1986
Unipotent representations of complex semisimple groups. Zbl 0582.22007
Barbasch, Dan; Vogan, David A.
91
1985
Classifying representations by lowest K-types. Zbl 0563.22010
Vogan, David A. jun.
2
1985
Unitary representations with nonzero cohomology. Zbl 0692.22008
Vogan, David A. jun.; Zuckerman, Gregg J.
161
1984
Unitarizability of certain series of representations. Zbl 0561.22010
Vogan, David A. jun.
128
1984
Reducibility of standard representations. Zbl 0558.22009
Barbasch, Dan; Vogan, David A.
1
1984
Irreducible characters of semisimple Lie groups. III: Proof of Kazhdan-Lusztig conjecture in the integral case. Zbl 0505.22016
Vogan, David A. jun.
84
1983
Singularities of closures of K-orbits on flag manifolds. Zbl 0544.14035
Lusztig, George; Vogan, David A. jun.
69
1983
Primitive ideals and orbital integrals in complex exceptional groups. Zbl 0513.22009
Barbasch, Dan; Vogan, David
68
1983
Weyl group representations and nilpotent orbits. Zbl 0537.22013
Barbasch, Dan; Vogan, David
15
1983
Understanding the unitary dual. Zbl 0527.22017
Vogan, David A. jun.
3
1983
The Kazhdan-Lusztig conjecture for real reductive groups. Zbl 0535.22014
Vogan, David A. jun.
2
1983
Primitive ideals and orbital integrals in complex classical groups. Zbl 0489.22010
Barbasch, Dan; Vogan, David
100
1982
Irreducible characters of semisimple Lie groups. IV: Character - multiplicity duality. Zbl 0536.22022
Vogan, David A.
58
1982
Representations of real reductive Lie groups. Zbl 0469.22012
Vogan, David A. jun.
263
1981
Singular unitary representations. Zbl 0464.22007
Vogan, David A. jun.
15
1981
Reducibility of generalized principal series representations. Zbl 0457.22011
Speh, Birgit; Vogan, David A. jun.
101
1980
The local structure of characters. Zbl 0436.22011
Barbasch, Dan; Vogan, David A. jun.
56
1980
Ordering of the primitive spectrum of a semisimple Lie algebra. Zbl 0414.17006
Vogan, David A. jun.
26
1980
The size of infinite dimensional representations. Zbl 0426.22016
Vogan, David A. jun.
2
1980
The algebraic structure of the representation of semisimple Lie groups. I. Zbl 0424.22010
Vogan, David A. jun.
70
1979
Irreducible characters of semisimple Lie groups. I. Zbl 0398.22021
Vogan, David A. jun.
52
1979
Irreducible characters of semisimple Lie groups. II: The Kazhdan-Lusztig conjectures. Zbl 0421.22008
Vogan, David A. jun.
51
1979
A generalized \(\tau\)-invariant for the primitive spectrum of a semisimple Lie algebra. Zbl 0387.17007
Vogan, David A. jun.
44
1979
Gelfand-Kirillov dimension for Harish-Chandra modules. Zbl 0389.17002
Vogan, David A. jun.
116
1978
Lie algebra cohomology and a multiplicity formula of Kostant. Zbl 0373.17007
Vogan, David A. jun.
2
1978
Classification of the irreducible representations of semisimple Lie groups. Zbl 0368.20026
Vogan, David A. jun.
10
1977
A reducibility criterion for generalized principal series. Zbl 0367.22015
Speh, Birgit; Vogan, David
6
1977
all top 5

Cited by 812 Authors

28 Vogan, David Alexander jun.
22 Barbasch, Dan M.
21 Kobayashi, Toshiyuki
18 Huang, Jing-Song
17 Adams, Jeffrey David
17 Dong, Chao-Ping
17 Joseph, Anthony
17 Trapa, Peter E.
16 Collingwood, David H.
15 Li, Jian-Shu
14 Sun, Binyong
14 Zhu, Chen-Bo
13 Ciubotaru, Dan
13 McGovern, William Montgomery
13 Schwermer, Joachim
12 Barchini, Leticia
12 Casian, Luis G.
12 Helminck, Aloysius G.
12 Lusztig, George
12 Moeglin, Colette
12 Pandžić, Pavle
12 Speh, Birgit
12 Zierau, Roger
11 Clozel, Laurent
11 Marberg, Eric
11 Nishiyama, Kyo
11 Wong, Kayue Daniel
10 Gan, Wee Teck
10 Sahi, Siddhartha
10 Savin, Gordan
9 Bergeron, Nicolas
9 Delorme, Patrick
9 Gourevitch, Dmitry
9 Knapp, Anthony William
9 Ørsted, Bent
9 Renard, David A.
9 Schlichtkrull, Henrik
8 Aubert, Anne-Marie
8 Bai, Zhanqiang
8 Božičević, Mladen
8 Cheng, Shun-Jen
8 Dobrev, Vladimir K.
8 Geck, Meinolf
8 Matumoto, Hisayosi
8 Przebinda, Tomasz
8 Roichman, Yuval
8 Tadić, Marko
8 Wolf, Joseph Albert
7 Hanany, Amihay
7 Ichino, Atsushi
7 Kaletha, Tasho
7 Loke, Hung Yean
7 Moy, Allen
7 Oda, Takayuki
7 Paul, Annegret
7 Schmid, Wilfried
6 Baldoni-Silva, Maria Welleda
6 Harris, Benjamin
6 Jiang, Dihua
6 Losev, Ivan V.
6 Mazorchuk, Volodymyr
6 Mehdi, Salah
6 Penkov, Ivan B.
6 Salamanca-Riba, Susana A.
6 Shahidi, Freydoon
6 Shi, Jianyi
6 Širola, Boris
6 Zuckerman, Gregg J.
5 Arthur, James Greig
5 Boe, Brian Douglas
5 Borho, Walter
5 Coulembier, Kevin
5 Cunningham, Clifton L. R.
5 Ginzburg, David
5 Ginzburg, Victor
5 Gross, Benedict Hyman
5 He, Haian
5 He, Hongyu
5 Howe, Roger Evans
5 Ishii, Taku
5 Lam, Ngau
5 Lee, Soo Teck
5 Liang, Ke
5 Muić, Goran
5 Ólafsson, Gestur
5 Oshima, Yoshiki
5 Petukhov, Alexey V.
5 Rossmann, Wulf
5 Segal, Irving Ezra
5 Sekiguchi, Hideko
5 Solleveld, Maarten
5 Somberg, Petr
5 Wallach, Nolan Russell
5 Wang, Weiqiang
4 Baum, Paul Frank
4 Brylinski, Jean-Luc
4 Cabrera, Santiago
4 Chang, Jen-Tseh
4 Chen, Yangyang
4 Chenevier, Gaëtan
...and 712 more Authors
all top 5

Cited in 139 Serials

93 Journal of Algebra
77 Representation Theory
69 Inventiones Mathematicae
69 Journal of Functional Analysis
66 Duke Mathematical Journal
58 Advances in Mathematics
52 Transactions of the American Mathematical Society
51 Compositio Mathematica
28 Mathematische Annalen
27 Mathematische Zeitschrift
23 Communications in Algebra
23 Annales Scientifiques de l’École Normale Supérieure. Quatrième Série
22 Transformation Groups
21 Israel Journal of Mathematics
19 Journal of the American Mathematical Society
15 Proceedings of the American Mathematical Society
15 Proceedings of the Japan Academy. Series A
14 Journal of Lie Theory
14 Journal of High Energy Physics
13 Selecta Mathematica. New Series
12 Annales de l’Institut Fourier
12 Manuscripta Mathematica
10 Journal of Geometry and Physics
10 Memoirs of the American Mathematical Society
10 Tôhoku Mathematical Journal. Second Series
9 Communications in Mathematical Physics
9 Journal of Pure and Applied Algebra
9 Pacific Journal of Mathematics
9 Journal of Algebraic Combinatorics
9 Acta Mathematica Sinica. English Series
8 Acta Mathematica
8 Journal für die Reine und Angewandte Mathematik
8 Forum Mathematicum
8 International Journal of Mathematics
8 Bulletin of the American Mathematical Society. New Series
8 Indagationes Mathematicae. New Series
8 Algebra & Number Theory
8 Science China. Mathematics
7 Journal of Mathematical Physics
7 Bulletin de la Société Mathématique de France
7 Differential Geometry and its Applications
7 Journal of the European Mathematical Society (JEMS)
7 Journal of the Institute of Mathematics of Jussieu
6 Letters in Mathematical Physics
6 Journal of Combinatorial Theory. Series A
6 Journal of Number Theory
6 Publications of the Research Institute for Mathematical Sciences, Kyoto University
6 Geometric and Functional Analysis. GAFA
5 Geometriae Dedicata
5 Algebras and Representation Theory
5 Annals of Mathematics. Second Series
5 Kyoto Journal of Mathematics
4 Monatshefte für Mathematik
4 Documenta Mathematica
4 Journal of Algebra and its Applications
3 Discrete Mathematics
3 Functional Analysis and its Applications
3 Glasgow Mathematical Journal
3 Journal of the London Mathematical Society. Second Series
3 Proceedings of the London Mathematical Society. Third Series
3 Advances in Applied Mathematics
3 Acta Applicandae Mathematicae
3 IMRN. International Mathematics Research Notices
3 Séminaire Lotharingien de Combinatoire
3 Annals of Combinatorics
3 Comptes Rendus. Mathématique. Académie des Sciences, Paris
3 International Journal of Number Theory
3 Bulletin of the Institute of Mathematics. Academia Sinica. New Series
3 Frontiers of Mathematics in China
3 Japanese Journal of Mathematics. 3rd Series
3 São Paulo Journal of Mathematical Sciences
3 Forum of Mathematics, Sigma
3 Journal de l’École Polytechnique – Mathématiques
3 Algebraic Combinatorics
2 Journal d’Analyse Mathématique
2 Nuclear Physics. B
2 Reports on Mathematical Physics
2 Reviews in Mathematical Physics
2 American Journal of Mathematics
2 Canadian Journal of Mathematics
2 Publications Mathématiques
2 Journal of the Indian Institute of Science
2 Journal of the Mathematical Society of Japan
2 Nagoya Mathematical Journal
2 European Journal of Combinatorics
2 Chinese Annals of Mathematics. Series B
2 Annals of Global Analysis and Geometry
2 Journal of Symbolic Computation
2 Science in China. Series A
2 Glasnik Matematički. Serija III
2 Journal de Mathématiques Pures et Appliquées. Neuvième Série
2 Mémoires de la Société Mathématique de France. Nouvelle Série
2 Annales de la Faculté des Sciences de Toulouse. Mathématiques. Série VI
2 Algebra Colloquium
2 Journal of Mathematical Sciences (New York)
2 Annali della Scuola Normale Superiore di Pisa. Classe di Scienze. Serie V
2 Oberwolfach Reports
2 Forum of Mathematics, Pi
2 Research in the Mathematical Sciences
1 International Journal of Modern Physics A
...and 39 more Serials
all top 5

Cited in 38 Fields

792 Topological groups, Lie groups (22-XX)
295 Nonassociative rings and algebras (17-XX)
262 Number theory (11-XX)
251 Group theory and generalizations (20-XX)
139 Algebraic geometry (14-XX)
82 Combinatorics (05-XX)
77 Differential geometry (53-XX)
73 Abstract harmonic analysis (43-XX)
56 Associative rings and algebras (16-XX)
46 Several complex variables and analytic spaces (32-XX)
38 Quantum theory (81-XX)
32 Global analysis, analysis on manifolds (58-XX)
27 Manifolds and cell complexes (57-XX)
16 Category theory; homological algebra (18-XX)
12 Special functions (33-XX)
10 Dynamical systems and ergodic theory (37-XX)
10 Functional analysis (46-XX)
10 Algebraic topology (55-XX)
8 Relativity and gravitational theory (83-XX)
7 \(K\)-theory (19-XX)
6 Commutative algebra (13-XX)
6 Partial differential equations (35-XX)
5 Order, lattices, ordered algebraic structures (06-XX)
5 Linear and multilinear algebra; matrix theory (15-XX)
5 Convex and discrete geometry (52-XX)
3 Harmonic analysis on Euclidean spaces (42-XX)
3 Operator theory (47-XX)
2 General and overarching topics; collections (00-XX)
2 History and biography (01-XX)
2 Field theory and polynomials (12-XX)
2 Integral transforms, operational calculus (44-XX)
2 Computer science (68-XX)
1 Real functions (26-XX)
1 Ordinary differential equations (34-XX)
1 Difference and functional equations (39-XX)
1 Numerical analysis (65-XX)
1 Game theory, economics, finance, and other social and behavioral sciences (91-XX)
1 Biology and other natural sciences (92-XX)

Citations by Year

The data are displayed as stored in Wikidata under a Creative Commons CC0 License. Updates and corrections should be made in Wikidata.