„Quantization“

Suchergebnisse

2.472 Treffer

• Phase space formulation of stochastic quantization
  Magpantay, José A. 1986 DESY
• Deformation quantization on symplectic stacks and applications to the moduli of flat connections
  Erdelt, Patrick
• Deformation quantization on symplectic stacks and applications to the moduli of flat connections
  Erdelt, Patrick
• Speaker Recognition using MFCC and Vector Quantization – Speaker Identification and Speaker verification
  John M., Grace ; Chacko, Anusha 2015 LAP LAMBERT Academic Publishing
• Non-Markovian Quantum Brownian Motion – A Non-Hamiltonian Approach
  Bolivar, A. O. 2015 LAP LAMBERT Academic Publishing
• Geometric quantization of integrable systems with hyperbolic singularities
  Hamilton, Mark D. ; Miranda, Eva 2009 MFO
• Construction of event-based ISS controllers on coarse quantizations
  Grüne, Lars ; Sigurani, Manuela Tabea 2014 Universität Bayreuth
• Path integral quantization and stochastic quantization
  Masujima, Michio 2009 Springer
• Asymptotic optimality of scalar Gersho quantizers
  Kreitmeier, Wolfgang 2013 Universität Passau
• Entropy Density and Mismatch in High-Rate Scalar Quantization with Rényi Entropy Constraint
  Kreitmeier, Wolfgang ; Linder, Tamás 2012 Universität Passau
• High-Resolution Scalar Quantization with Rényi Entropy Constraint
  Kreitmeier, Wolfgang ; Linder, Tamás 2011 Universität Passau
• Optimal vector quantization in terms of Wasserstein distance
  Kreitmeier, Wolfgang 2011 Universität Passau
• Optimal quantization for the one-dimensional uniform distribution with Rényi -α-entropy constraints
  Kreitmeier, Wolfgang 2009 Universität Passau
• Error bounds for high-resolution quantization with Rényi-α-entropy constraints
  Kreitmeier, Wolfgang 2009 Universität Passau
• Optimal quantization for uniform distributions on Cantor-like sets
  Kreitmeier, Wolfgang 2008 Universität Passau
• Optimal quantization of probabilities concentrated on small balls
  Kreitmeier, Wolfgang 2008 Universität Passau
• Asymptotic order of quantization for Cantor distributions in terms of Euler characteristic, Hausdorff and Packing measure
  Kreitmeier, Wolfgang 2008 Universität Passau
• Optimal Quantization for Dyadic Homogeneous Cantor Distributions
  Kreitmeier, Wolfgang 2007 Universität Passau
• Multimedia signal coding and transmission
  Ohm, Jens-Rainer 2015 Springer
• Semiclassical quantization of kinks on compact spaces
  Pawellek, Michael