## Chalkley, Roger

 Author ID: chalkley.roger Published as: Chalkley, Roger
 Documents Indexed: 24 Publications since 1960, including 3 Books

### Co-Authors

 24 single-authored
all top 5

### Serials

 6 Journal of Differential Equations 5 Mathematics Magazine 3 Journal of Mathematical Analysis and Applications 2 Memoirs of the American Mathematical Society 2 Proceedings of the American Mathematical Society 1 American Mathematical Monthly 1 Archiv der Mathematik 1 Mathematische Annalen 1 Linear Algebra and its Applications 1 SIAM Journal on Mathematical Analysis
all top 5

### Fields

 14 Ordinary differential equations (34-XX) 6 Field theory and polynomials (12-XX) 4 Linear and multilinear algebra; matrix theory (15-XX) 3 Group theory and generalizations (20-XX) 1 Order, lattices, ordered algebraic structures (06-XX) 1 Number theory (11-XX) 1 Real functions (26-XX) 1 Geometry (51-XX)

### Citations contained in zbMATH Open

16 Publications have been cited 38 times in 32 Documents Cited by Year
Matrices derived from finite Abelian groups. Zbl 0333.15006
Chalkley, Roger
1976
New contributions to the related work of Paul Appell, Lazarus Fuchs, Georg Hamel, and Paul Painlevé on nonlinear differential equations whose solutions are free of movable branch points. Zbl 0619.34013
Chalkley, Roger
1987
Information about group matrices. Zbl 0479.20006
Chalkley, Roger
1981
Circulant matrices and algebraic equations. Zbl 0375.15003
Chalkley, Roger
1975
Relative invariants for homogeneous linear differential equations. Zbl 0693.34005
Chalkley, Roger
1989
A first-order algebraic differential equation. Zbl 0337.34003
Chalkley, Roger
1977
Quartic equations and tetrahedral symmetries. Zbl 0341.12101
Chalkley, Roger
1975
On the second order homogeneous quadratic differential equation. Zbl 0106.05801
Chalkley, Roger
1960
Explicit solutions of an algebraic differential equation. Zbl 0402.34001
Chalkley, Roger
1980
Analytic solutions of algebraic differential equations. Zbl 0413.34007
Chalkley, Roger
1979
The differential equation $$Q=0$$ in which $$Q$$ is a quadratic form in $$y'', y', y$$ having meromorphic coefficients. Zbl 0761.34002
Chalkley, Roger
1992
Basic global relative invariants for homogeneous linear differential equations. Zbl 1006.34084
Chalkley, Roger
2002
A lattice of cyclotomic fields. Zbl 0294.12007
Chalkley, Roger
1975
Bounds for difference quotients and derivates. Zbl 0298.26005
Chalkley, Roger
1975
Algebraic differential equations of the first order and the second degree. Zbl 0278.34005
Chalkley, Roger
1975
The perfect $$n$$-th power which divides a nonzero polynomial. Zbl 0392.12012
Chalkley, Roger
1978
Basic global relative invariants for homogeneous linear differential equations. Zbl 1006.34084
Chalkley, Roger
2002
The differential equation $$Q=0$$ in which $$Q$$ is a quadratic form in $$y'', y', y$$ having meromorphic coefficients. Zbl 0761.34002
Chalkley, Roger
1992
Relative invariants for homogeneous linear differential equations. Zbl 0693.34005
Chalkley, Roger
1989
New contributions to the related work of Paul Appell, Lazarus Fuchs, Georg Hamel, and Paul Painlevé on nonlinear differential equations whose solutions are free of movable branch points. Zbl 0619.34013
Chalkley, Roger
1987
Information about group matrices. Zbl 0479.20006
Chalkley, Roger
1981
Explicit solutions of an algebraic differential equation. Zbl 0402.34001
Chalkley, Roger
1980
Analytic solutions of algebraic differential equations. Zbl 0413.34007
Chalkley, Roger
1979
The perfect $$n$$-th power which divides a nonzero polynomial. Zbl 0392.12012
Chalkley, Roger
1978
A first-order algebraic differential equation. Zbl 0337.34003
Chalkley, Roger
1977
Matrices derived from finite Abelian groups. Zbl 0333.15006
Chalkley, Roger
1976
Circulant matrices and algebraic equations. Zbl 0375.15003
Chalkley, Roger
1975
Quartic equations and tetrahedral symmetries. Zbl 0341.12101
Chalkley, Roger
1975
A lattice of cyclotomic fields. Zbl 0294.12007
Chalkley, Roger
1975
Bounds for difference quotients and derivates. Zbl 0298.26005
Chalkley, Roger
1975
Algebraic differential equations of the first order and the second degree. Zbl 0278.34005
Chalkley, Roger
1975
On the second order homogeneous quadratic differential equation. Zbl 0106.05801
Chalkley, Roger
1960
all top 5

### Cited by 32 Authors

 7 Chalkley, Roger 4 Wang, Kai 2 Clarkson, Peter A. 2 Cosgrove, Christopher M. 1 Baker, Christopher Thomas Hale 1 Barnett, Stephen 1 Chan, Wai Kiu 1 Chan, Yip-Cheung 1 Chillag, David 1 Davis, Philip J. 1 Doubrov, Boris M. 1 Dunajski, Maciej 1 Gader, Paul D. 1 Girela, Daniel 1 Hill, James Murray 1 Hutchinson, George K. 1 Jitman, Somphong 1 Johnpillai, I. Kenneth 1 Kruskal, Martin David 1 Lau, Terry Shue Chien 1 Magnus, Alphonse Ph. 1 McCue, Scott William 1 Mugan, Ugurhan 1 Munteanu, Laura 1 Nickalls, R. W. D. 1 Prodanov, Emil M. 1 Roebuck, Pamela A. 1 Sakka, Ayman Hashem 1 Scoufis, George 1 Siu, Man Keung 1 Tan, Chik How 1 Waterhouse, William C.
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### Cited in 19 Serials

 6 Linear Algebra and its Applications 5 Journal of Differential Equations 3 Studies in Applied Mathematics 2 Linear and Multilinear Algebra 2 Journal of Computational and Applied Mathematics 1 International Journal of Systems Science 1 Journal of Mathematical Analysis and Applications 1 Journal of Mathematical Physics 1 The Mathematical Gazette 1 Archiv der Mathematik 1 Journal of Algebra 1 Journal of Geometry 1 Proceedings of the American Mathematical Society 1 Annals of Global Analysis and Geometry 1 Designs, Codes and Cryptography 1 Computers and Mathematics with Applications. Part B 1 SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 1 Special Matrices 1 International Journal of Applied and Computational Mathematics
all top 5

### Cited in 19 Fields

 11 Ordinary differential equations (34-XX) 10 Linear and multilinear algebra; matrix theory (15-XX) 7 Group theory and generalizations (20-XX) 2 Number theory (11-XX) 2 Field theory and polynomials (12-XX) 2 Real functions (26-XX) 2 Partial differential equations (35-XX) 2 Geometry (51-XX) 2 Numerical analysis (65-XX) 1 Commutative algebra (13-XX) 1 Functions of a complex variable (30-XX) 1 Special functions (33-XX) 1 Dynamical systems and ergodic theory (37-XX) 1 Difference and functional equations (39-XX) 1 Harmonic analysis on Euclidean spaces (42-XX) 1 Differential geometry (53-XX) 1 Mechanics of deformable solids (74-XX) 1 Fluid mechanics (76-XX) 1 Information and communication theory, circuits (94-XX)