Cavendish Astrophysics Publications for author : CJL Doran

  1. Lasenby, A.N., Doran, C., Gull, S.F., 1993. Grassmann calculus, pseudoclassical mechanics and geometric algebra. J. Math. Phys., 34, 3683.

  2. Lasenby, A.N., Doran, C., Gull, S.F., 1993. 2-spinors, twistors and supersymmetry in the spacetime algebra. 2nd Max Born Symposium, Kluwer, 233.

  3. Doran, C., Lasenby, A.N., Gull, S.F., 1993. Grassmann mechanics, multivector derivates and geometric algebra. 2nd Max Born Symposium, Kluwer, 215.

  4. Doran, C.J.L., Lasenby, A.N., Gull, S.F., 1993. States and operators in the spacetime algebra. Foundations of Physics, 23, 1239.

  5. Gull, S.F., Lasenby, A.N., Doran, C.J.L., 1993. Imaginary numbers are not real - the geometric algebra of spacetime. Foundations of Physics, 23, 1175.

  6. Gull, S.F., Lasenby, A.N., Doran, C.J.L., 1993. Electron paths, tunnelling and diffraction in the spacetime algebra. Foundations of Physics, 23, 1329.

  7. Lasenby, A.N., Doran, C.J.L., Gull, S.F., 1993. A multivector derivative approach to Lagrangian field theory. Foundations of Physics, 23, 1295.

  8. Doran, C.J.L., Lasenby, A.N., Gull, S.F., 1993. Gravity as a gauge theory in the spacetime algebra. Clifford algebras and their applications in mathematical physics, F. Brackx, R. Delanghe, H. Serras, Kluwer, 375.

  9. Lasenby, A.N., Doran, C.J.L., Gull, S.F., 1993. Cosmological consequences of a flat-space theory of gravity. Clifford algebras and their applications in mathematical physics, F. Brackx, R. Delanghe, H. Serras, Kluwer, 387.

  10. Lasenby, A.N., Doran, C., Gull, S.F., 1995. Astrophysical and cosmological consequences of a gauge theory of gravity. Advances in Astrofundamental Physics, N. Sanchez, A. Zichichi, World Scientific, 359-401. Link

  11. Doran, C., Lasenby, A., Gull, S., Somaroo, S., Challinor, A., 1995. Spacetime Algebra and Electron Physics. Advances in Imaging and Electron Physics, 95, 271-386. Link

  12. Doran, C., Lasenby, A., Gull, S., 1996. Physics of rotating cylindrical strings. Phys. Rev. D, 54, 6021-6031. Link

  13. Challinor, A., Lasenby, A., Gull, S., Doran, C., 1996. A relativistic, causal account of a spin measurement. Phys. Lett. A, 218, 128-138. Link

  14. Lasenby, A., Doran, C., Gull, S., 1998. Gravity, Gauge Theories and Geometric Algebra. Phil. Trans. R. Soc. Lond. A., 356, 487.

  15. Lasenby, A.N., Doran, C.J.L., Dabrowski, Y., Challinor, A.D., 1997. Rotating Astrophysical Systems and a Gauge Theory Approach to Gravity. Current topics in Astrofundamental Physics, 5th Course, N. Sanchez, A. Zichichi, World Scientific, 380-403. Link

  16. Gull, S.F., Lasenby, A.N., Doran, C.J.L., 1996. Geometric Algebra, Spacetime Physics and Gravitation. Gravitational Dynamics, O. Lahav, E. Terlevich, R.J. Terlevich, CUP, 171-180.

  17. Challinor, A.D., Lasenby, A.N., Somaroo, S.S., Doran, C.J.L., Gull, S.F., 1997. Tunnelling Times of Electrons. Phys. Lett. A, 227, 143-152. Link

  18. Lasenby, J., Fitzgerald, W.J., Doran, C.J.L., Lasenby, A.N., 1998. New Geometric Methods for Computer Vision: An Application to Structure and Motion Estimation. Int. J. Comp. Vision, 36, 191-213. Link

  19. Lasenby, A.N., Doran, C.J.L., Gull, S.F., 1996. Lectures in geometric algebra. Clifford (Geometric) Algebras with Applications to Physics, Mathematics and Engineering, W.E. Baylis, Birkhauser, Boston, 65-236.

  20. Challinor, A., Lasenby, A., Doran, C., Gull, S., 1997. Massive, non-ghost solutions for the Dirac field coupled self-consistently to gravity. General Relativity and Gravitation, 29, 1527-1544. Link

  21. Doran, C.J.L., Lasenby, A.N., Challinor, A.D., Gull, S.F., 1998. Effects of spin-torsion in gauge theory gravity. J. Math. Phys., 39, 3303-3321. Link

  22. Dabrowski, Y., Hobson, M.P., Lasenby, A.N., Doran, C., 1997. Effect of a collapsing cluster on the CMB temperature and power spectrum. Proceedings, Particle Physics and the Early Universe Conference, R. Batley, M.E. Jones, D.A. Green. Link

  23. Ashdown, M.A.J., Somaroo, S., Gull, S.F., Doran, C.J.L., Lasenby, A.N., 1998. Multilinear Representations for Rotation Groups within Geometric Algebra. Journal of Mathematical Physics, 39(3), 1566-1588.

  24. Dabrowski, Y., Hobson, M.P., Lasenby, A.N., Doran, C., 1999. Microwave background anisotropies and non-linear structures - II. Numerical computations. MNRAS, 302, 757-770. Link

  25. Lasenby, A.N., Doran, C.J.L., Hobson, M.P., Dabrowski, Y., Challinor, A.D., 1999. Microwave background anisotropies and non-linear structures - I. Improved theoretical models. MNRAS, 302, 748-756. Link

  26. Somaroo, S.S., Lasenby, A.N., Doran, C.J.L., 1999. Geometric algebra and the causal approach to multiparticle quantum mechanics. J. Math. Phys., 40, 3327-3340. Link

  27. Lewis, A., Doran, C.J.L., Lasenby, A.N., 2000. Quadratic Lagrangians and topology in gauge theory gravity. General Rel. Grav., 32, 161. Link

  28. Lewis, A., Doran, C.J.L., Lasenby, A.N., 2001. Electron scattering without spin sums. Int. J. Theor. Phys., 40, 1. Link

  29. Doran, C.J.L., 2000. New form of the Kerr solution. Phys. Rev. D, 61, 067503. Link

  30. Lasenby, J., Lasenby, A.N., Doran, C.J.L., 2000. A unified mathematical language for physics and engineering in the 21st century. Phil. Trans. R. Soc. Lond. A, 358, 21-39. Link

  31. Lewis, A.N., Lasenby, A.N., Doran, C.J.L., 2000. Electron scattering in the spacetime algebra. 5th International Conference on Applications of Clifford Algebra, R. Ablamowicz and B. Fauser, Birkhauser, 49-71. Link

  32. Doran, C.J.L., 2001. Bayesian inference and geometric algebra: an application to camera localization. Applied Clifford Algebra in Computer Science and Engineering, E. Bayro and G. Sobczyk, Birkhauser, 172. Link

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