July 9th 2006 AM

Opening of Meeting. General Introductory Remarks by Georg Wikman

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (continued)

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (continued)

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (continued)

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (continued)

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (continued)

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (continued)

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Basil Hiley, Emeritus Professor of Physics, Birkbeck College, University of London
Concepts of Process as a Basis for Understanding Non-Commutative Geometry (concluded)

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space (continued)

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space (continued)

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space (continued)

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space (continued)

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Ernst Binz, Mathematics, University of Mannheim
Field Theoretic Weyl Quantization for Vector Fields in Three Space (concluded)

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