Professor Ron Shaw, BA, PhD, ScD(Cantab)
Earlier Research (1955-1989):

1989 | 1988 | 1987 | 1986 | 1985 | 1983 | 1982 

1976 | 1974 | 1972 | 1970

1969 | 1965 | 1964 | 1962 

1958 | 1955 | 1953 | 1951

1989

  • Ternary composition algebras: 8 dimensions out of 4?
  • Nuovo Cimento B103 (1989), 161-183. 
    R. Shaw

  • Clifford algebras and finite geometries
    Nuovo Cimento B103 (1989), 655-657.
    R. Shaw
  • A 2-dimensional quaternionic construction of an 8-dimensional ternary composition algebra,
  • Nuovo Cimento B104 (1989), 163-176.
    R. Shaw
     
  • Finite geometries and Clifford algebras I.,
  • J. Math. Phys. 30 (1989), 1971-1984.
    R. Shaw 
     
  • Ternary composition, neutral signature and Spin (3, 4),
    pp. 448-451, in Proc. of XVIIth Intern. Colloq. on Group Theoretical Methods in 
  • Physics, Montreal 1988: (eds.) Y. Saint-Aubin & L. Vinet, World Scientific (1989).
    R. Shaw 
     
  • On (a x b) x c,
  • Amer. Mathematical Monthly 96 (1989) 623-629
    R. Shaw and F.J. Yeadon
     
  • On AB and BA,
  • Int. J. Math. Educ. Sci. Technol. 20 (1989) 867-870.
    R. Shaw and J.R. Dennett
1988
  • A new view of d = 7 Clifford algebra,
  • J. Phys. A: Math. Gen. 21 (1988), 7-16.
    R. Shaw
     
  • A six-variable identity for a ternary vector cross product in eight-dimensional space,
  • J. Phys. A: Math. Gen. 21 (1988), 593-597.
    R. Shaw
     
  • Ternary composition algebras and Hurwitz's theorem,
  • J. Math. Phys. 29 (1988) 2329-2333.
    R. Shaw 
     
  • Octonions without octonions,
    (7 pp.), in Proc. of XVIth Intern. Colloq. on Group Theoretical Methods in Physics, Varna, 1987, Springer Lecture Notes in Physics 313 (1988).
  • R. Shaw 
1987
  • Ternary vector cross products,
  • J. Phys. A: Math. Gen. 20 (1987), L689-L694. 
    R. Shaw
     
  • A familiar tensor identity and its n-dimensional generalizations,
  • Bulletin IMA 23 (1987) 74-75.
    R. Shaw
     
  • Vector cross products in n dimensions
  • Int. J. Math. Educ. Sci. Technol. 18 (1987) 803-816.
    R. Shaw
1986
  • The ten classical types of group representations,
  • J. Phys. A: Math. Gen. 19 (1986), 35-44. 
    R. Shaw 
1985
  • The teaching of vector algebra,
  • Int. J. Math. Educ. Sci. Technol. 16 (1985) 593-602.
    R. Shaw
     
  • A new proof of (axb)xu = (a.u)b - (b.u)a,
  • Int. J. Math. Educ. Sci. Technol. 16 (1985) 561-562.
    R. Shaw
1983
  • Linear Algebra and Group Representations, Vol II:
  • Multilinear Algebra and Group Representations,
    (Book 309pp.) Academic Press 1983.
    R. Shaw
    for reviews, click here
     
  • A new look at group orthogonality relations,
    pp. 58-59, in Proc. 11th Intern. Colloq. on Group Theoretical Methods in Physics, 
  • Istanbul, 1982,  Springer Lecture Notes in Physics 180 (1983).
    R. Shaw
     
  • Symmetry, Uniqueness and the Coulomb law of force,
    pp. 27-32, in Symmetry and Group Theory in Physics, ed. J.Rosen, A.A.P.T.(1983).
  • R. Shaw
1982
  • Linear Algebra and Group Representations, Vol I:
  • Linear Algebra and Introduction to Group Representations,
    (Book 269pp.) Academic Press 1982
    R. Shaw
    for reviews, click here
1976
  • Wigner 3j-symbols and the Lorentz group,
    pp. 537-547, in Proc. of 4th Intern. Colloq. on Group Theoretical Methods in Physics, Nijmegen, 1975, Springer Lecture Notes in Physics 50 (1976).
  • R. Shaw
1974
  • Irreducible multiplier corepresentations and generalized inducing,
  • Commun. Math. Phys. 38 (1974), 257-277.
    R. Shaw and J. Lever
     
  • Irreducible multiplier corepresentations of the extended Poincaré group,
  • Commun. Math. Phys. 38 (1974), 279-297.
    R. Shaw and J. Lever
     
  • Representations of the extended Poincare' group,
  • Proc. of 3rd Intern. Colloq. on Group Theoretical Methods in Physics, Marseilles, 1974.
    R. Shaw 
1972
  • The Rainich conditions for neutrino fields,
  • Int. J. Theor. Phys. 6 (1972), 347-357.
    C.D. Collinson and R. Shaw
1970
  • The subgroup structure of the Lorentz group,
  • Quart. J. Math. (Oxford) 21 (1970), 101-124. 
    R. Shaw
1969
  • The bivector logarithm of a Lorentz transformation,
  • Quart. J. Math. (Oxford) 20 (1969) 497-503.
    R. Shaw
     
  • The conjugacy classes of the homogeneous Lorentz group,
  • Quart. J. Math. (Oxford) 20 (1969) 333-345.
    R. Shaw
1965
  • Zero mass and non-decomposable representations,
  • Il Nuovo Cimento 37 (1965), 333-345. 
    R. Shaw
1964
  • Unitary representations of the inhomogeneous Lorentz group,
  • Il Nuovo Cimento 33 (1964), 1074-90
    R. Shaw
     
  • Symmetry, Uniqueness and the Coulomb Law of Force,
  • Amer. J. Phys. 33 (1965) 300-305.
    R. Shaw
1962
  • Length contraction paradox,
  • Amer. J. Phys. 30 (1962) 72.
    R. Shaw
1958
  • The Paradox of the Unexpected Examination,
  • Mind 67 (1958) 382-384
    R. Shaw
1955
  • Virtual masses of interacting fields,
  • Il Nuovo Cimento 1 (1955) 519-521
    R. Shaw
     
  • Spinor identities,
  • Proc. Camb. Phil. Soc. 51 (1955) 234-236.
    R. Shaw
     
  • The Problem of Particle Types and Other Contributions to the Theory of Elementary Particles,
  • Ph. D. dissertation, Cambridge (1955), unpublished,
    R. Shaw
1953
  • Svoyi Kosiri is an Easy Game,
  • Eureka 16 (1953) 8-12
    R. Shaw and J. M. Brew
1951
     
 
         

 


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  Homepage:http://www.hull.ac.uk/php/masrs/
Last Updated: 25 February 2006
Author: r.shaw@hull.ac.uk