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Publications

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Brzezniak Z, van Neerven J, Veraar MC, Weis L.  2008.  Itô's formula in UMD Banach spaces and regularity of solutions of the Zakai equation . Journal of Differential Equations. 245(1):30-58. Abstract
Vladimirov VA, Moffatt HK, Ilin KI.  1998.  Isomagnetic Conditions for three-dimensional flows. Preprint of the Isaac Newton Institute for Mathematical Sciences. NI98024-STA :1-24.
McNulty D, Weigert S.  2012.  Isolated Hadamard Matrices from Mutually Unbiased Product Bases. J. Math. Phys.. 53(12):16pages.
Brzezniak Z, Veraar M.  2012.  Is the stochastic parabolicity condition dependent on $p$ and $q$? }
Crispino LCB, Higuchi A, Matsas GEA.  2004.  Is the equivalence for the response of static scalar sources in the Schwarzschild and Rindler spacetimes valid only in four dimensions? Phys Rev D. 70:127504.
Abadir K, Hadri K.  2000.  Is More Information a Good Thing? Bias Nonmonotonicity in Stochastic Difference Equations Bulletin of Economic Research. 52:91-100.
MacKay N.  2011.  Is air combat Lanchestrian? Phalanx: the Bulletin of Military Operations Research. 44(4):12-14.
Khoroshkin S, Nazarov M, Papi P.  2011.  Irreducible representations of Yangians. J. Algebra. 346:189–226.
Balagovic M, Puranik A.  2010.  Irreducible representations of the rational Cherednik algebra associated to the Coxeter group H_3. ArXiv. :1-29.
Mudrov A.  2007.  Irreducibility of fusion modules over twisted Yangians at generic point. Lett. Math. Phys. 80:1-17.
Thijssen J.  2004.  Investment under Uncertainty, Coalition Spillovers, and Market Evolution in a Game Theoretic Perspective.
Vladimirov VA, Rumyantsev VV.  1989.  Inversion of Lagrange’s Theorem for a Rigid Body with a Cavity Containing an Ideal Liquid. J. Appl. Math. Mech. 53(4):474-477.
Vladimirov VA, Rumyantsev VV.  1990.  Inversion of Lagrange’s Theorem for a Rigid Body with a Cavity Containing a Viscous Liquid. J. Appl. Math. Mech. 54(2):154-163.
Bulman-Fleming S, Fountain J, Gould V.  1999.  Inverse semigroups with zero: covers and their structure. J. Austral. Math. Soc A. 67:15-30.
Ghroda N, Gould V.  2012.  Inverse semigroups of left I-quotients. Periodica Mathematica Hungarica. 65:45-73. Download: inversequotients.pdf (227.18 KB)
Brzezniak Z, Long H, Simão I.  2010.  Invariant measures for stochastic evolution equations in M-type 2 Banach spaces. Journal of Evolution Equations. 10(4):785-810. Abstract
MacKay N.  2005.  Introduction to Yangian symmetry in integrable field theory. International Journal of Modern Physics. A 20:7189-7217.
MacKay N.  2007.  An introduction to the mathematics of war. proc. IMA-ONCE Warwick meeting on 'Mathematics in the Science of Complex Systems'.
Delius GW.  1995.  Introduction to Quantum Lie Algebras. Proceedings of the Banach Minisemester on Quantum Groups, Warsaw, November 1995.
Sudbery A.  1996.  Introduction to quantum groups. Acta Physica Polonica B. 27:2777-2800.
Abadir K.  1999.  An Introduction to Hypergoemetric Functions for Economists. Econometric Reviews. 18:287-330.
Fountain J.  2002.  An introduction to covers for semigroups. Semigroups, Algorithms, Automata and Languages. :155--194.
Kozlov VV, Vladimirov VA.  1989.  Introduction into Stability Theory. :230.
Cornish F, Uttley WJ.  1995.  The interpretation of the C metric. The Vacuum Case. General Relativity and Gravi. 27:439-454.
Cornish F, Uttley WJ.  1995.  The interpretation of the C metric. The charged case when e^2. General Relativity and Gravi. 27:735-749.

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