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References 164 Schwartz, L (2008) Mathematics for the Physical Sciences, Dover Publications 165 Bu ek, V, Wilson-Gordon, AD, Knight, PL and Lai, WK (1992) Coherent states in a nite-dimensional basis: Their phase properties and relationship to coherent states of light, Phys Rev A, 45, 8079 166 Kuang, LM, Wang, FB and Zhou, YG (1993) Dynamics of a harmonic oscillator in a nite-dimensional Hilbert space, Phys Lett A, 183, 1 167 Kuang, LM, Wang, FB and Zhou, YG (1994) Coherent states of a harmonic oscillator in a nite-dimensional Hilbert space and their squeezing properties, J Mod Opt, 41, 1307 168 Kehagias, AA and Zoupanos, G (1994) Finiteness due to cellular structure of RN I Quantum Mechanics, Z Phys C, 62, 121 169 Polychronakos, AP (2001) Quantum Hall states as matrix Chern-Simons theory, JHEP, 04, 011 170 Miranowicz, A, Ski, W and Imoto, N: Quantum-Optical States in Finite-Dimensional Hilbert Spaces 1 General Formalism, in Modern Nonlinear Optics (ed Evans, MW) Adv Chem Phys, 119 (I) (2001), 155, John Wiley & Sons, New York; quant-ph/0108080; ibidem p 195; quant-ph/0110146 171 Gazeau, J-P, Josse-Michaux, FX and Monceau, P (2006) Finite dimensional quantizations of the (q, p) plane: new space and momentum inequalities, Int J Mod Phys B, 20, 1778 172 Lubinsky, DS (1987) A survey of general orthogonal polynomials for weights on nite and in nite intervals, Act Appl Math, 10, 237 173 Lubinsky, DS (1993) An update on orthogonal polynomials and weighted approximation on the real line, Act Appl Math, 33, 121 174 Landsman, NP (2006) Between classical and quantum, in Handbook of the Philosophy of Science, vol 2: Philosophy of Physics (eds Earman, J and Butter eld, J), Elsevier, Amsterdam 175 Woodhouse, NJM (1992) Geometric Quantization 2nd edn, Clarendon Press, Oxford 176 Dito, G and Sternheimer, D (2002) Deformation quantization: genesis, developments and metamorphoses, in Deformation quantization (ed Halbout, G), IRMA Lectures in Math Theor Phys, Walter de Gruyter, p 9 177 Karaali, G: Deformation quantization a brief survey, http://pages pomonaedu/~gk014747/research/ deformationquantizationpdf 178 Madore, J (1995) An Introduction to Noncommutative Differential Geometry and its Physical Applications, Cambridge University Press, Cambridge 179 Connes, A and Marcolli, M (2006) A walk in the noncommutative garden, arXiv:math/0601054v1 Connes, A and Marcolli, M (2006) A walk in the noncommutative garden, arXiv:math/0601054v1 180 Taylor, W (2001) M(atrix) Theory, Rev Mod Phys, 73, 419 181 Deltheil, R (1926) Probabilit s g om triques, Trait de Calcul des Probabilit s et de ses Applications par mile Borel, Tome II Gauthiers-Villars, Paris 182 Filippov, AT, Isaev, AP and Kurdikov, AB (1996) Paragrassmann Algebras, Discrete Systems and Quantum Groups, Problems in Modern Theoretical Physics, dedicated to the 60th anniversary of the birthday of AT Filippov, Dubna 96 212, p 83 183 Isaev, AP (1996) Paragrassmann integral, discrete systems and quantum groups (arXiv:q-alg/9609030) 184 Daoud, M and Kibler M (2002) A fractional supersymmetric oscillator and its coherent states, in Proceedings of the International Wigner Symposium, Istanbul, Aout 1999 (eds Arik, M et al), Bogazici University Press, Istanbul 185 Majid, S and Rodriguez-Plaza, M (1994) Random walk and the heat equation on superspace and anyspace, J Math Phys, 35, 3753 186 Cotfas, N and Gazeau, J-P (2008) Probabilistic aspects of nite frame quantization, arXiv:08030077v2 [math-ph] 187 Garc a de L on, P and Gazeau, J-P (2007) Coherent state quantization and phase operator, Phys Lett A, 361, 301.



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