## Kirby, V. G.

Compute Distance To:
 Author ID: kirby.v-g Published as: Kirby, V. G.
 Documents Indexed: 8 Publications since 1989 Co-Authors: 10 Co-Authors with 8 Joint Publications 257 Co-Co-Authors
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### Co-Authors

 0 single-authored 8 Brown, B. Malcolm 5 Evans, William Desmond 2 Everitt, William Norrie 2 Pryce, John D. 1 Bennewitz, Christer 1 Beynon, Malcolm James 1 Dias, N. G. J. 1 Eastham, Michael S. P. 1 Littlejohn, Lance L. 1 Plum, Michael

### Serials

 3 Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences 1 Mathematical Proceedings of the Cambridge Philosophical Society 1 Results in Mathematics 1 Journal of Inequalities and Applications

### Fields

 7 Ordinary differential equations (34-XX) 6 Numerical analysis (65-XX) 4 Real functions (26-XX)

### Citations contained in zbMATH Open

7 Publications have been cited 22 times in 11 Documents Cited by Year
Safe numerical bounds for the Titchmarsh-Weyl $$m(\lambda)$$-function. Zbl 0837.65089
Brown, B. M.; Kirby, V. G.; Evans, W. D.; Plum, M.
1993
Numerical determination of the Titchmarsh-Weyl m-coefficient and its applications to HELP inequalities. Zbl 0694.65039
Brown, B. M.; Kirby, V. G.; Pryce, J. D.
1989
A numerical method for the determination of the Titchmarsh-Weyl $$m$$- coefficient. Zbl 0742.34024
Brown, B. M.; Kirby, V. G.; Pryce, J. D.
1991
Repeated diagonalization and the numerical computation of the Titchmarsh- Weyl $$m(\lambda)$$-function. Zbl 0807.65089
Brown, B. M.; Eastham, M. S. P.; Evans, W. D.; Kirby, V. G.
1994
Two integral inequalities. Zbl 0882.26009
Brown, B. M.; Evans, W. D.; Everitt, W. N.; Kirby, V. G.
1994
A catalogue of HELP and HELP-type integral and series inequalities. Zbl 0898.26005
Benammar, M.; Bennewitz, C.; Beynon, M. J.; Brown, B. M.; Dias, N. G. J.; Evans, W. D.; Everitt, W. N.; Kirby, V. G.; Littlejohn, L. L.
1998
A computational investigation of an integro-differential inequality with periodic potential. Zbl 0972.34021
Brown, B. M.; Kirby, V. G.
2000
A computational investigation of an integro-differential inequality with periodic potential. Zbl 0972.34021
Brown, B. M.; Kirby, V. G.
2000
A catalogue of HELP and HELP-type integral and series inequalities. Zbl 0898.26005
Benammar, M.; Bennewitz, C.; Beynon, M. J.; Brown, B. M.; Dias, N. G. J.; Evans, W. D.; Everitt, W. N.; Kirby, V. G.; Littlejohn, L. L.
1998
Repeated diagonalization and the numerical computation of the Titchmarsh- Weyl $$m(\lambda)$$-function. Zbl 0807.65089
Brown, B. M.; Eastham, M. S. P.; Evans, W. D.; Kirby, V. G.
1994
Two integral inequalities. Zbl 0882.26009
Brown, B. M.; Evans, W. D.; Everitt, W. N.; Kirby, V. G.
1994
Safe numerical bounds for the Titchmarsh-Weyl $$m(\lambda)$$-function. Zbl 0837.65089
Brown, B. M.; Kirby, V. G.; Evans, W. D.; Plum, M.
1993
A numerical method for the determination of the Titchmarsh-Weyl $$m$$- coefficient. Zbl 0742.34024
Brown, B. M.; Kirby, V. G.; Pryce, J. D.
1991
Numerical determination of the Titchmarsh-Weyl m-coefficient and its applications to HELP inequalities. Zbl 0694.65039
Brown, B. M.; Kirby, V. G.; Pryce, J. D.
1989
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### Cited by 23 Authors

 4 Brown, B. Malcolm 2 Evans, William Desmond 2 Kirby, V. G. 2 Plum, Michael 1 Agarwal, Ravi P. 1 Eastham, Michael S. P. 1 El-Gebeily, Mohamed A. 1 Furati, Khaled M. 1 Gesztesy, Fritz 1 Gordon, Neil A. 1 He, Danhua 1 Killingbeck, John P. 1 Lafitte, Olivier D. 1 Langer, Matthias 1 Nichols, Roger 1 O’Regan, Donal 1 Pryce, John D. 1 Stanfill, Jonathan 1 Williams, Mark 1 Witwit, M. R. M. 1 Xu, Liguang 1 Zettl, Anton 1 Zumbrun, Kevin R.
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### Cited in 7 Serials

 4 Journal of Computational and Applied Mathematics 2 Results in Mathematics 1 Mathematical Proceedings of the Cambridge Philosophical Society 1 SIAM Journal on Mathematical Analysis 1 Journal of Inequalities and Applications 1 Proceedings of the Royal Society of London. Series A. Mathematical, Physical and Engineering Sciences 1 Complex Analysis and Operator Theory
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### Cited in 8 Fields

 8 Ordinary differential equations (34-XX) 6 Numerical analysis (65-XX) 3 Real functions (26-XX) 2 Operator theory (47-XX) 1 Number theory (11-XX) 1 Special functions (33-XX) 1 Integral equations (45-XX) 1 Computer science (68-XX)