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Correspondence

Published online by Cambridge University Press:  01 August 2016

Alan D. Cox,
Marvin Littman,
I. C. Malcolm,
D. M. Hallowes,
Cyril F. Parry,
M. L. Cooper,
Richard Burrows and
D. G. Rogers
Alan D. Cox
Affiliation:
Pen-y-Maes, Ostrey Hill, St Clears, Dyfed SA33 4AJ
Marvin Littman
Affiliation:
18 Fanley Avenue, Spring Valley, N.Y. 10977-3855, USA
I. C. Malcolm
Affiliation:
14 Orrok Park, Gilmerton Road, Edinburgh EH16 SUW
D. M. Hallowes
Affiliation:
17 St Albans Road, Halifax HX3 0ND
Cyril F. Parry
Affiliation:
73 Scott Drive, Exmouth EX8 3LF
M. L. Cooper
Affiliation:
Faculty of Technology, Newham College of FE, Welfare Road, London E15 4HT
Richard Burrows
Affiliation:
Calle Don Antonio de la Cruz 16, 29700 Vélez-Màlaga, Spain
D. G. Rogers
Affiliation:
Fernley House, The Green, Croxley Green WD3 3HT

Abstract

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Information

Type
Letter
Information
The Mathematical Gazette , Volume 81 , Issue 490 , March 1997, pp. 123 - 127
Copyright
Copyright © The Mathematical Association 1997

References

1. Pompili, F., Evolution of finite sequences of integers …, Math. Gaz., 80 (1996) pp. 322–332.Google Scholar
2. Thwaites, B., Two conjectures or how to win £1,000, Math. Gaz., 80 (March 1996) pp. 35–36; (July 1996) p. 420.Google Scholar
3. Ciamberlini, C. and Marengoni, A., Su una interessante curiosita numérica, Periodiche di Matematiche, 17 (1937) pp. 25–30.Google Scholar
4. Glaser, H. and Schöffl, G., Ducci sequences and Pascal’s triangle, Fibonnacci Quarterly, 33 (1995) pp. 313–324.Google Scholar