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Author ID: lang.jeffrey-john Recent zbMATH articles by "Lang, Jeffrey John"
Published as: Lang, Jeffrey; Lang, Jeff
Homepage: https://www.math.ku.edu/research/areas/algebra.html
External Links: MGP · Wikidata · GND · IdRef

Publications by Year

Citations contained in zbMATH Open

27 Publications have been cited 86 times in 36 Documents Cited by Year
\(\text{DA}^2\) merging operators. Zbl 1085.68167
Konieczny, S.; Lang, J.; Marquis, P.
46
2004
The divisor class group of the surface \(\exp(p^ n\cdot \log Z)=G(X,Y)\) over fields of characteristic \(p>0\). Zbl 0528.14017
Lang, Jeffrey
14
1983
Zariski surfaces and differential equations in characteristic \(p>0.\) With sections by David Joyce, William E. Lang and the collaboration of Raymond Hoobler, Joseph Lipman, Marc Levine, Thorston Ekedahl. Zbl 0614.14011
Blass, Piotr; Lang, Jeffrey
10
1987
A fully adaptive multilevel stochastic collocation strategy for solving elliptic PDEs with random data. Zbl 07507248
Lang, J.; Scheichl, R.; Silvester, D.
9
2020
The divisor classes of the hypersurface \(\exp(p^ m \log Z)=G(x_ 1,\dots ,x_ n)\) in characteristic \(p>0\). Zbl 0528.14018
Lang, Jeffrey
7
1983
An example related to the affine theorem of Castelnuovo. Zbl 0495.14021
Lang, Jeffrey
7
1981
Some geometric applications of a differential equation in characteristic \(p>0\) to the theory of algebraic surfaces. (with the cooperation og J. Sturnfield and J. Lang). Zbl 0561.14018
Blass, Piotr
6
1982
Applications of the fundamental group and purely inseparable descent to the study of curves on Zariski surfaces. Zbl 0738.14021
Lang, Jeff; Grant, Angie
5
1990
The divisor classes of the surface \(z^ p=G(x,y)\), a programmable problem. Zbl 0627.14001
Lang, Jeffrey; Blass, Piotre; Joyce, David
5
1986
A new algorithm for computing class groups of Zariski surfaces. Zbl 1274.13013
Lang, Jeffrey
5
2013
Zariski surfaces, class groups and linearized systems. Zbl 1228.14010
Lang, Jeffrey
5
2011
Jacobian pairs. II. Zbl 0778.13017
Lang, Jeffrey
4
1991
Purely inseparable extensions of unique factorization domains. Zbl 0736.13014
Lang, Jeffrey
3
1990
Newton polygons of jacobian pairs. Zbl 0747.13014
Lang, Jeffrey
3
1991
Some results on the Jacobian conjecture in higher dimension. Zbl 0811.13016
Lang, Jeffrey; Maslamani, Samer
3
1994
Generic Zariski surfaces. Zbl 0738.14022
Lang, Jeffrey
2
1990
A method for computing the kernel of a map of divisor classes of local rings in characteristic p\(\neq 0\). Zbl 0655.13023
Lang, Jeff; Blass, Piotr
2
1988
The factoriality of Zariski rings. Zbl 0631.13017
Lang, Jeffrey
2
1987
On Jacobian \(n\)-tuples in characteristic \(p\). Zbl 0796.13016
Lang, Jeffrey; Mandal, Satyagopal
2
1993
Surfaces de Zariski factorielles. (Factorial Zariski surfaces). Zbl 0671.14025
Blass, Piotr; Lang, Jeffrey
2
1988
Locating divisors on Zariski surfaces. Zbl 1219.14047
Lang, Jeffrey
2
2010
Purely inseparable extensions of complete intersections. Zbl 0797.13007
Lang, Jeffrey
1
1993
Locally factorial generic Zariski surfaces are factorial. Zbl 0643.14023
Lang, Jeff; Blass, Piotr
1
1987
Zariski surfaces. II. Section 3: On a question of Oscar Zariski. Zbl 0877.14027
Blass, Joseph; Blass, Piotr; Lang, Jeff
1
1994
The divisor class group of splittable Zariski surfaces. Zbl 1396.13011
Lang, Jeffrey
1
2018
Shadow lines in the arithmetic of elliptic curves. Zbl 1401.11102
Balakrishnan, J. S.; Çiperiani, M.; Lang, J.; Mirza, B.; Newton, R.
1
2016
Collective excitations and supersolid behavior of bosonic atoms inside two crossed optical cavities. Zbl 07826132
Lang, J.; Piazza, F.; Zwerger, W.
1
2017
A fully adaptive multilevel stochastic collocation strategy for solving elliptic PDEs with random data. Zbl 07507248
Lang, J.; Scheichl, R.; Silvester, D.
9
2020
The divisor class group of splittable Zariski surfaces. Zbl 1396.13011
Lang, Jeffrey
1
2018
Collective excitations and supersolid behavior of bosonic atoms inside two crossed optical cavities. Zbl 07826132
Lang, J.; Piazza, F.; Zwerger, W.
1
2017
Shadow lines in the arithmetic of elliptic curves. Zbl 1401.11102
Balakrishnan, J. S.; Çiperiani, M.; Lang, J.; Mirza, B.; Newton, R.
1
2016
A new algorithm for computing class groups of Zariski surfaces. Zbl 1274.13013
Lang, Jeffrey
5
2013
Zariski surfaces, class groups and linearized systems. Zbl 1228.14010
Lang, Jeffrey
5
2011
Locating divisors on Zariski surfaces. Zbl 1219.14047
Lang, Jeffrey
2
2010
\(\text{DA}^2\) merging operators. Zbl 1085.68167
Konieczny, S.; Lang, J.; Marquis, P.
46
2004
Some results on the Jacobian conjecture in higher dimension. Zbl 0811.13016
Lang, Jeffrey; Maslamani, Samer
3
1994
Zariski surfaces. II. Section 3: On a question of Oscar Zariski. Zbl 0877.14027
Blass, Joseph; Blass, Piotr; Lang, Jeff
1
1994
On Jacobian \(n\)-tuples in characteristic \(p\). Zbl 0796.13016
Lang, Jeffrey; Mandal, Satyagopal
2
1993
Purely inseparable extensions of complete intersections. Zbl 0797.13007
Lang, Jeffrey
1
1993
Jacobian pairs. II. Zbl 0778.13017
Lang, Jeffrey
4
1991
Newton polygons of jacobian pairs. Zbl 0747.13014
Lang, Jeffrey
3
1991
Applications of the fundamental group and purely inseparable descent to the study of curves on Zariski surfaces. Zbl 0738.14021
Lang, Jeff; Grant, Angie
5
1990
Purely inseparable extensions of unique factorization domains. Zbl 0736.13014
Lang, Jeffrey
3
1990
Generic Zariski surfaces. Zbl 0738.14022
Lang, Jeffrey
2
1990
A method for computing the kernel of a map of divisor classes of local rings in characteristic p\(\neq 0\). Zbl 0655.13023
Lang, Jeff; Blass, Piotr
2
1988
Surfaces de Zariski factorielles. (Factorial Zariski surfaces). Zbl 0671.14025
Blass, Piotr; Lang, Jeffrey
2
1988
Zariski surfaces and differential equations in characteristic \(p>0.\) With sections by David Joyce, William E. Lang and the collaboration of Raymond Hoobler, Joseph Lipman, Marc Levine, Thorston Ekedahl. Zbl 0614.14011
Blass, Piotr; Lang, Jeffrey
10
1987
The factoriality of Zariski rings. Zbl 0631.13017
Lang, Jeffrey
2
1987
Locally factorial generic Zariski surfaces are factorial. Zbl 0643.14023
Lang, Jeff; Blass, Piotr
1
1987
The divisor classes of the surface \(z^ p=G(x,y)\), a programmable problem. Zbl 0627.14001
Lang, Jeffrey; Blass, Piotre; Joyce, David
5
1986
The divisor class group of the surface \(\exp(p^ n\cdot \log Z)=G(X,Y)\) over fields of characteristic \(p>0\). Zbl 0528.14017
Lang, Jeffrey
14
1983
The divisor classes of the hypersurface \(\exp(p^ m \log Z)=G(x_ 1,\dots ,x_ n)\) in characteristic \(p>0\). Zbl 0528.14018
Lang, Jeffrey
7
1983
Some geometric applications of a differential equation in characteristic \(p>0\) to the theory of algebraic surfaces. (with the cooperation og J. Sturnfield and J. Lang). Zbl 0561.14018
Blass, Piotr
6
1982
An example related to the affine theorem of Castelnuovo. Zbl 0495.14021
Lang, Jeffrey
7
1981

Citations by Year

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