Browsing "Pure Mathematics" by Author Carey, Alan L.

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PreviewIssue DateTitleAuthor(s)
1997Determinant lines, von Neumann algebras and L2 torsionCarey, Alan L.; Farber, Michael; Mathai, Varghese
1996A discrete model of the interger quantum Hall effectMcCann, P. J.; Carey, Alan L.
1995A general existence theorem for orthonormal waveletsBaggett, L.; Carey, Alan L.; Moran, William; Ohring, P.
2003The geometric triangle for 3-dimensional Seiberg-Witten monopolesCarey, Alan L.; Marcolli, M.; Wang, Bai-Ling
2000A gerbe obstruction to quantization of fermions on odd-dimensional manifolds with boundaryCarey, Alan L.; Mickelsson, Jouko
1995Group actions on C*-algebras, 3-cocycles and quantum field theoryCarey, Alan L.; Grundling, Hendrik B. G. S.; Raeburn, Iain; Sutherland, Colin E.
2000Hamiltonian quantization of fermions on an odd dimensional manifold with boundaryCarey, Alan L.; Mickelsson, Jouko
2001Hilbert C*-systems for actions of the circle groupBaumgaertel, H.; Carey, Alan L.
1996Infinite dimensional groups and Riemann surface field theoriesCarey, Alan L.; Hannabuss, Keith
1995A Kirillov theory for divisible nilpotent groupsCarey, Alan L.; Moran, William; Pearce, Charles E. M.
2002Loop groups and quantum fieldsCarey, Alan L.; Langmann, E.
1999Loop Groups, Anyons and the Calogero-Sutherland ModelCarey, Alan L.; Langmann, E.
2000Notes on Seiberg-Witten-Floer theoryCarey, Alan L.; Wang, Bai-Ling
2000On unbounded p-summable Fredholm modulesCarey, Alan L.; Phillips, John; Sukochev, Fyodor
2000Quantum group actions on the Cuntz algebraCarey, Alan L.; Paolucci, A.; Zhang, R. B.
1998Quantum Hall effect on the hyperbolic planeCarey, Alan L.; Hannabuss, Keith; Mathai, Varghese; McCann, P. J.
1995Realising 3-cocycles as obstructionsCarey, Alan L.; Grundling, H.; Hurst, C. A.; Langmann, E.
1995Review of Arai, A., On self-adjointness of Dirac operators in boson-fermion Fock spacesCarey, Alan L.
1995Review of Grosse, H. & Maderner, W., On the classical origin of the fermionic Schwinger termCarey, Alan L.
1995Review of Langman, E., Fermion current algebras and Schwinger terms in 3+1-dimensionsCarey, Alan L.