• case-insensitive prefix search: default
  e.g., sig matches "SIGIR" as well as "signal"
• exact word search: append dollar sign ($) to word
  e.g., graph$ matches "graph", but not "graphics"
• boolean and: separate words by space
  e.g., codd model
• boolean or: connect words by pipe symbol (|)
  e.g., graph|network

Update May 7, 2017: Please note that we had to disable the phrase search operator (.) and the boolean not operator (-) due to technical problems. For the time being, phrase search queries will yield regular prefix search result, and search terms preceded by a minus will be interpreted as regular (positive) search terms.

found 31 matches

• 2020
• 
  Igor P. Atamanyuk, Vyacheslav Shebanin, Yuriy P. Kondratenko, Valerii Havrysh, Vadim Lykhach, Sergey Kramarenko:
  Identification of the Optimal Parameters for Forecasting the State of Technical Objects Based on the Canonical Random Sequence Decomposition. DESSERT 2020: 259-264
• 2019
• 
  Long Liu, Ling Wang, Jian Xie, Zhaolin Zhang:
  DOA and Polarization Parameters Estimation by Exploiting Canonical Polyadic Decomposition of Tensors. Wirel. Commun. Mob. Comput. 2019 (2019)
• 2018
• 
  Xuehai Wang, Feng Ding, Qingsheng Liu, Chuntao Jiang:
  The Bias Compensation Based Parameter and State Estimation for Observability Canonical State-Space Models with Colored Noise. Algorithms 11(11): 175 (2018)
• 2017
• 
  Xuehai Wang, Feng Ding, Ahmed Alsaedi, Tasawar Hayat:
  Filtering based parameter estimation for observer canonical state space systems with colored noise. J. Frankl. Inst. 354(1): 593-609 (2017)
• 
  Robert M. Corless, Marc Moreno Maza, Steven E. Thornton:
  Jordan Canonical Form with Parameters from Frobenius Form with Parameters. MACIS 2017: 179-194
• 2016
• 
  Yu'e Song, Chengguo Wang, Pengfei Shi:
  Algorithm based on the linear canonical transform for QFM signal parameters estimation. IET Signal Process. 10(3): 318-324 (2016)
• 
  Feng Ding, Ximei Liu, Xingyun Ma:
  Kalman state filtering based least squares iterative parameter estimation for observer canonical state space systems using decomposition. J. Comput. Appl. Math. 301: 135-143 (2016)
• 2015
• 
  Xingyun Ma, Feng Ding:
  Gradient-Based Parameter Identification Algorithms for Observer Canonical State Space Systems Using State Estimates. Circuits Syst. Signal Process. 34(5): 1697-1709 (2015)
• 
  Xingyun Ma, Feng Ding:
  Recursive and iterative least squares parameter estimation algorithms for observability canonical state space systems. J. Frankl. Inst. 352(1): 248-258 (2015)
• 2014
• 
  Ognian Kassabov:
  Transition to canonical principal parameters on minimal surfaces. Comput. Aided Geom. Des. 31(7-8): 441-450 (2014)
• 
  Yu-E. Song, Xiao-Yan Zhang, Chun-Heng Shang, Hong-Xia Bu, Xiaoyan Wang:
  The Wigner-Ville Distribution Based on the Linear Canonical Transform and Its Applications for QFM Signal Parameters Estimation. J. Appl. Math. 2014: 516457:1-516457:8 (2014)
• 
  Yuhai Huang, Ruiyun Qi, Gang Tao:
  An adaptive state tracking control scheme for T-S fuzzy models in non-canonical form and with uncertain parameters. J. Frankl. Inst. 351(7): 3610-3632 (2014)
• 
  Krzysztof Nowak, Marek J. Druzdzel:
  Learning Parameters in Canonical Models Using Weighted Least Squares. Probabilistic Graphical Models 2014: 366-381
• 2013
• 
  F. Minunno, Marcel van Oijen, D. R. Cameron, J. S. Pereira:
  Selecting Parameters for Bayesian Calibration of a Process-Based Model: A Methodology Based on Canonical Correlation Analysis. SIAM/ASA J. Uncertain. Quantification 1(1): 370-385 (2013)
• 
  Wallace E. Larimore:
  Identification of nonlinear parameter-varying systems via canonical variate analysis. ACC 2013: 2247-2262
• 2011
• 
  Guillaume Mercère, Laurent Bako:
  Parameterization and identification of multivariable state-space systems: A canonical approach. Autom. 47(8): 1547-1555 (2011)
• 
  Martin Inderbitzin, Aleksander Väljamäe, José Maria Blanco Calvo, Paul F. M. J. Verschure, Ulysses Bernardet:
  Expression of emotional states during locomotion based on canonical parameters. FG 2011: 809-814
• 2008
• 
  Mohammad Nurul Huda, Muhammad Ghulam, Takashi Fukuda, Kouichi Katsurada, Tsuneo Nitta:
  Canonicalization of Feature Parameters for Robust Speech Recognition Based on Distinctive Phonetic Feature (DPF) Vectors. IEICE Trans. Inf. Syst. 91-D(3): 488-498 (2008)
• 2007
• 
  Michael Dewar, Visakan Kadirkamanathan:
  A Canonical Space-Time State Space Model: State and Parameter Estimation. IEEE Trans. Signal Process. 55(10): 4862-4870 (2007)
• 2004
• 
  Takashi Fukuda, Tsuneo Nitta:
  Canonicalization of feature parameters for automatic speech recognition. INTERSPEECH 2004
• 2003
• 
  Martin J. Bastiaans, Kurt Bernardo Wolf:
  Phase reconstruction from intensity measurements in one-parameter canonical-transform systems. ISSPA (1) 2003: 589-592
• 1996
• 
  David DeMers, Kenneth Kreutz-Delgado:
  Canonical parameterization of excess motor degrees of freedom with self-organizing maps. IEEE Trans. Neural Networks 7(1): 43-55 (1996)
• 1995
• 
  Jordan M. Berg, Harry G. Kwatny:
  A canonical parameterization of the Kronecker form of a matrix pencil. Autom. 31(5): 669-680 (1995)
• 
  Louiqa Raschid, Yahui Chang:
  Interoperable Query Processing from Object to Relational Schemas Based on a Parameterized Canonical Representation. Int. J. Cooperative Inf. Syst. 4(1): 81-120 (1995)
• 1994
• 
  David DeMers, Kenneth Kreutz-Delgado:
  Canonically Parameterized Families of Inverse Kinematic Functions for Redundant Manipulators. ICRA 1994: 1881-1886
• 1991
• 
  B. C. Vermuri, R. Malladi:
  Deformable models: canonical parameters for surface representation and multiple view integration. CVPR 1991: 724-725
• 1987
• 
  Eric G. Wagner, Hartmut Ehrig:
  Canonical Constraints for Parameterized Data Types. Theor. Comput. Sci. 50: 323-349 (1987)
• 1984
• 
  Gilberto Oliveira Corrêa, Keith Glover:
  Pseudo-canonical forms, identifiable parametrizations and simple parameter estimation for linear multivariable systems: Input-output models. Autom. 20(4): 429-442 (1984)
• 
  Gilberto Oliveira Corrêa, Keith Glover:
  Pseudo-canonical forms, identifiable parametrizations and simple parameter estimation for linear multivariable systems: Parameter estimation. Autom. 20(4): 443-452 (1984)
• 1983
• 
  Hans Jürgen Prömel, Bernd Voigt:
  Canonical Partition Theorems for Parameter Sets. J. Comb. Theory, Ser. A 35(3): 309-327 (1983)

skipping 1 more match