Other Publications for A.W. Wickstead

  1. Separable Banach lattices on which every bounded linear operator is regular, Mathematical Proceedings of the Cambridge Philosophical Society (to appear)
  2. Vector lattices of almost polynomial functions, Proceedings of South Russian Mathematical Conference (Vladikavkaz, 20-23 July, 2010) (to appear)
  3. When are all bounded operators between classical Banach lattices regular? Proceedings of the International Conference of Young Scientists on "Mathematical Analysis and Mathematical Modelling" (Vladikavkaz, 12-19 July, 2010) (to appear)
  4. Compactness of L-weakly and M-weakly compact operators on Banach lattices, (with B. Aqzzouz and A. Elbour) Rendiconti del Circolo Matematico di Palermo (to appear)
  5. Charalambos D. Altprantis (1946-2009), Positivity (to appear)
  6. Positive almost Dunford-Pettis operators and their duality, (with B. Aqzzouz and A. Elbour) Positivity DOI: 10.1007/s11117-010-0050-3 (to appear)
  7. A variational approach to the relaxation of single domain magnetic particles based on Brown's model, (with P.J. Cregg and D.S.F. Crothers) J. Molec. Liqu. 114 (2004) 97-104.
  8. Review of "Computer Algebra Handbook", edited by J. Grabmeier, E. Kaltofen and V. Weispfenning,  Irish Math. Soc. Bulletin 51 (2003) 79-80.
  9. Review of "Dominated Operators" by A.G. Kusraev, Proc. Edin. Math. Soc. 44 (2001) 665-666. 
  10. Emission lines of O III in the optical and ultraviolet spectra of planetary nebulae. (with F.L. Crawford, F.P. Keenan, K.M. Aggarwal, L.H. Aller and W.A. Feibelman) Astron. Astrophys. 362 (2000) 730-736.
  11. Nebular and auroral emission lines of [Ar IV] in the optical spectra of planetary nebulae, (with F.P. Keenan, F.C. McKenna, K.L. Bell, C.A. Ramsbottom, L.H. Aller and S. Hyung)  Astrophysical Journal 487 (1997) 457-462.
  12. [N II] and [O III] Mean Electron Temperatures in Planetary Nebulae (with F.C. McKenna, F.P. Keenan, J.B. Kaler, K.L. Bell and K.M. Aggarwal)  Publ. Astr. Soc. Pac. 108 (1996) 610-614.
  13. The effect of an oblique magnetic field on the superparamagnetic relaxation time, (with W.T. Coffey, D.F.S. Crothers, J.L. Dormann, L.J. Geoghegan, Yu. P. Kalmykov and J.T. Waldron)  Phys. Rev. B 52 (1995) 15951-15965.
  14. The effect of an oblique magnetic field on the superparamagnetic relaxation time, (with W.T. Coffey, D.F.S. Crothers, J.L. Dormann, L.J. Geoghegan, Yu. P. Kalmykov and J.T. Waldron)  J. Magn. Magn. Mater. 145 (1995) L263-L267.
  15. Simple approximate formulae for the magnetic relaxation time of single domain ferromagnetic particles with uniaxial symmetry, (with W.T. Coffey, P.J. Cregg, D.S.F. Crothers and J.W. Waldron)  J. Magn. Magn. Mater. 131 (1994) L301-L303.
  16. An approximate formula for the relaxation time of a single domain ferromagnetic particle with uniaxial symmetry and applied collinear field, (with P.J. Cregg and D.S.F. Crothers) J. Appl. Phys. 76 (1994) 4900-4902.
  17. Using Computer Algebra,  Innovations in Mathematics Teaching (SEDA Paper) 87 (1994) 41-45.
  18. Review of "Banach Lattices" by P. Meyer-Nieberg, Bull. London Math. Soc. 25 (1993) 402-404.
  19. Beat the bugs in Applesoft's error handling, Windfall 9 (1983) 53-54.
  20. Using microcomputers in University mathematics teaching, Irish Math. Soc. Newsletter 7 (1983) 77-81.
  21. Interactive mathematical programming, Computer Age 14 (1981) 15-17.
  22. Review of "Schwartz spaces, nuclear spaces and nuclear spaces" by Yau-Chuen Wong, Bull. London Math. Soc. 12 (1980) 232.