Citation: P. Bracken, The Laplace-Beltrami operator expressed in terms of fermionic-type creation and annihilation operators, EUROPH LETT, 56(2), 2001, pp. 163-169
Citation: P. Bracken, A differential geometric approach to the Helmholtz equations and an application to a space with a nontrivial Riemannian metric, ACT APPL MA, 69(2), 2001, pp. 129-139
Citation: P. Bracken et Am. Grundland, Symmetry properties and explicit solutions of the generalized Weierstrass system, J MATH PHYS, 42(3), 2001, pp. 1250-1282
Citation: P. Bracken et Am. Grundland, Geometrical aspects of the complex eikonal equations associated to the generalized Weierstrass representation, CZEC J PHYS, 51(4), 2001, pp. 293-300
Citation: P. Bracken et P. Thomas, Treatment of schizophrenia - Value of diagnosis of schizophrenia remains in dispute, BR MED J, 320(7237), 2000, pp. 800-800
Citation: P. Bracken et Am. Grundland, On the Backlund transformation and the theorem of permutability for the generalized Weierstrass system, INVERSE PR, 16(1), 2000, pp. 145-153
Authors:
McVay, C
Bracken, P
Gagliardo, LF
Appleton, J
Citation: C. Mcvay et al., Antibodies to tyvelose exhibit multiple modes of interference with the epithelial niche of Trichinella spiralis, INFEC IMMUN, 68(4), 2000, pp. 1912-1918
Citation: P. Bracken et Am. Grundland, On certain classes of solutions of the Weierstrass-Enneper system inducingconstant mean curvature surfaces, J NONL M PH, 6(3), 1999, pp. 294-313
Citation: P. Bracken, Classical Yang-Mills field equations coupled to a scalar triplet invariantunder subgroups of the conformal group, J GEOM PHYS, 31(4), 1999, pp. 229-240
Citation: P. Bracken et N. Kamran, Matrix Calogero-Sutherland hamiltonians and the multi-dimensional Darboux transformation, J GEOM PHYS, 30(4), 1999, pp. 283-294
Citation: P. Bracken et al., The Weierstrass-Enneper system for constant mean curvature surfaces and the completely integrable sigma model, J MATH PHYS, 40(7), 1999, pp. 3379-3403
Citation: P. Bracken, Classical Yang-Mills equations invariant under subgroups of the conformal group without coupling to matter, CAN J PHYS, 77(10), 1999, pp. 751-767
Citation: P. Bracken, Secular polynomials in energy and coupling for lattice spin models calculated using Hamiltonian matrix elements, CAN J PHYS, 76(9), 1998, pp. 707-717