[59] Infrared Bound for the Massless Propagator in a Yang-Mills Field, J. Phys., A13, 1557-1562.
[60] Euclidean quantum mechanics and stochastic integrals, pp 371-393 in "Stochastic Integrals", ed. D. Williams; Lecture Notes in Mathematics, 851, Springer-Verlag.
[61] Dynamical Selection Rules, Physica Scripta, 24, 910-913.
[62] Some Covariant Representations of Massless Fermi Fields (with K. Kraus), J. Phys., A14, 2467-2478.
[63] Some Covariant Representations of Massless Boson Fields (with L. Polley and G. Reents), J. Phys., A14, 2479-2488.
[64] Examples of Quantum Martingales (with R. L. Hudson), Phys. Lett., 85A, 64-66.
[65] Ito's Formula is the Chain Rule with Wick Ordering (with R. L. Hudson), Phys. Lett., 86A, 277-279.
[66] Noncommutative martingales and stochastic integrals in Fock space (with R. L. Hudson, pp 216-222 in "Stochastic Processes in Quantum Theory and Statistical Physics", Springer Lecture Notes in Physics, 173; eds. S. Albeverio, Ph. Combe and M. Sirugue-Collin. ISBN 3-540-11956-6 Springer-Verlag, Berlin, and ISBN 0-387-11956-6 Springer-Verlag New York.
[67] Covariant representations of massless fermi fields, pp 83-85 in "Mathematical Problems of Theoretical Physics", Springer Lecture Notes in Physics, 153; eds. J. Erven and B. J. Falkowski.
[68] Quantum Stochastic Processes, pp 281-284 in "Mathematical Problems of Theoretical Physics", Springer Lecture Notes in Physics, 153; eds. J. Erven and B. J. Falkowski.
[69] The Ito-Clifford Integral (with C. Barnett and I. F. Wilde), J. Functl. Anal., 48, 172-212.
[70] The Damped Oscillator with Quantum Noise, J. Phys., A15, 1477-1485.
[71] The Ito-Clifford Integral II-Stochastic Differential Equations (with C. Barnett and I. F. Wilde), J. Lond . Math. Soc., (2) 27, 373-384.
[72] The Ito-Clifford Integral III-Markov Property of Solutions to Stochastic Differential Equations (with C. Barnett and I. F. Wilde), Commun. Mathematical Phys., 89, 13-17.
[73] Stochastic Integrals in an Arbitrary Probability Gauge Space (with C. Barnett and I. F. Wilde), Math. Proc. Camb. Phil. Soc., 94, 541-551.
[74] Quasi-free Quantum Stochastic Integrals for the CAR and CCR (with C. Barnett and I. F. Wilde), J. Functl. Anal., 52, 19-47.
[75] Some Local Covariant Representations of the Canonical Anticommutation Relations (with Z. Hermaszewski), J. Phys., A16, 2801-2810.
[76] Stochastic Schrö dinger and Heisenberg Equations: a Martingale Problem in Quantum Stochastic Processes (with H. Hasegawa), J. Phys., AL16, 697-703.
[77] The Ito-Clifford Integral IV: a Radon-Nikodym Theorem and Bracket Process (with C. Barnett and I. F. Wilde), J. Operator Theory, 11, 255-271.
[78] Quantum Stochastic Integrals, Acta Physica Austraica, Suppl. XXVI, 53-74, in Stochastic Methods and Computer Techniques in Quantum Dynamics, Ed. Mitter, Heinrich and Pittner, Ludwig, Springer-Verlag. ISBN 3-21181835-9, Wien.
[79] Convergence of the Iterated Boltzmann Map, Publications of Res. Inst. Math. Sci., Kyoto, 20, 913-927.
[80] Quantum Stochastic Processes, (with C. Barnett and I. F. Wilde) pp 32-45 in "Quantum Probability and Applications to the Quantum Theory of Irreversible Processes", Eds. L. Accardi, A. Frigerio and V. Gorini, Lecture Notes in Mathematics, 1055. ISBN 3-540-12915-4 and ISBN 0-387-12915-4.
[81] Convergence of the Quantum Boltzmann Map, Commun. Mathematical Phys., 98, 177-185.
[82] The Ito-Clifford Integral II, pp 493-503 in "Quantum Probability and Applications", Eds. L. Accardi and W. von Waldenfels, Springer Lecture Notes in Mathematics, 1136.
[83] The Fermion Stochastic Calculus, I, pp 245-257 in "Stochastic Processes, Mathematics and Physics". Eds. S. Albeverio, Ph. Blanchard and L. Streit, Springer Lecture Notes in Mathematics, 1158. ISBN 3-540-15998-3 and ISBN 0-387-15998-3.
[84] Charge, Anomalies and Index Theory, 253-266 in "Fundamental Aspects of Quantum Theory", Eds. V. Gorini and A. Frigerio. Plenum Press.
[85] Twisted Condensates of Quantised Fields (with F. Gallone, A. Sparzani and C. Ubertone), J. Phys., A19, 241-258.
[86] Quantum Stochastic Integrals under Standing Hypotheses (with C. Barnett and I. F. Wilde), J. of Mathematical Anal. and Applications, 127, 181-192.
[87] Entropy and the central limit theorem in quantum mechanics, J. Phys., A20, 4321-4330.
[88] A Boltzmann Map for Quantum Oscillators, J. Stat. Phys., 48, 753-767.
[89] "Why should anyone want to axiomatize quantum field theory?", pp 137-148, in: Philosophical Foundations of Quantum Field Theory, eds. Harvey R. Brown and Rom Harré. Clarendon Press, Oxford.
[90] Linear and nonlinear stochastic processes, pp 343-353, in "Quantum Probability and Applications III", eds L. Accardi and W. von Waldenfels, Springer-Verlag, LNM 1303, ISBN 3-540-18919-X and ISBN 0-387-18919-X.
[91] The Boltzmann equation for discrete systems, pp 101-132 in "Statistical Mechanics", ed. A. Solomon, World Scientific. ISBN 9971-50-554-1.
[92] PCT, Spin and Statistics, and All That, with A. S. Wightman, third edition. Addison-Wesley, Reading, Mass. ISBN 0-201-09410-X, in the series "Advanced Book Classics". Library classification: QC174.45 S8
Go to my HOME PAGE for links to all my papers on mathematical physics, my coauthors and e-mail address.
© 10/4/1997 by Ray Streater. Amended 21/6/2000.