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1 k analysis (multilayer perceptron and radial basis function).
2 covariance matrix based on a Gaussian radial basis function.
3  and spectral analysis with multiple sets of basis functions.
4 ctorization models using shape or trajectory basis functions.
5  characterization of the decay rate of these basis functions.
6 l approximations are implemented with 6-31G* basis functions.
7 sing the rich conceptual framework of neural basis functions.
8 e intermediate representation that relies on basis functions.
9 and support vector machines using the radial basis function and polynomial kernel function, we found
10  does not depend upon a particular choice of basis functions and is applicable across quantum computa
11 icient numerical algorithms for finding such basis functions and the reduced (or compressed) operator
12 terface elements, represented by the regular basis functions, and bounded independently of the interf
13  required scales linearly with the number of basis functions, and the number of gates required grows
14 d were evaluated: nonlinear optimization and basis function approach.
15 The calibrations developed with the Gaussian basis functions are compared to conventional calibration
16                                          The basis functions are determined by use of a numerical opt
17                                        These basis functions are related by analogy to optical filter
18                                   The use of basis functions as an intermediate is borrowed from the
19 ction of a highly compact set of Hamiltonian basis functions, based on molecular interaction potentia
20 ng plasma input Logan graphic analysis and 2 basis functions-based a 2-tissue-compartment basis funct
21 ng plasma input Logan graphic analysis and 2 basis functions-based methods: a 2-tissue-compartment ba
22 local rotation turns each pi to a tangential basis function, changing bonding interactions to antibon
23 ctions (EOFs) of ISMR over India are used as basis functions for elucidating these relationships.
24                                          The basis function implementation of SRTM demonstrated impro
25 e versions of Ichise, reference Logan, and 2 basis function implementations (receptor parametric mapp
26     Voxel-level analysis was performed using basis function implementations of SRTM, reference Logan,
27 ficient to use a limited number of spherical basis functions in the Fourier space, which increases th
28 ctivity) and a new set of graphical analysis basis functions, including a new definition of normalize
29 t of 240 miRNAs that was evaluated by radial basis function kernel support vector machines and 10-fol
30        To do so, we present complete sets of basis functions learned with slow subspace analysis (SSA
31   Parametric Ki images were computed using a basis function method (BFM) implementation of the 2-tiss
32 g the various parametric methods tested, the basis function method provided parametric VT and K1 valu
33 g the various parametric methods tested, the basis function method provided parametric VT and K1 valu
34  were generated using Logan plot analysis, a basis function method, and spectral analysis.
35 basis functions-based a 2-tissue-compartment basis function model (BFM) and spectral analysis (SA).
36 ctions-based methods: a 2-tissue-compartment basis function model (BFM) and spectral analysis (SA).
37 atial correlations across the genome through basis function modeling as well as correlations between
38 IPL complex predicted by the Bayesian radial basis function network provides better diagnostic utilit
39 s of the metal ions were processed by radial basis function networks (RBFNs) and feed forward neural
40                                        Thus, basis function networks with multidimensional attractors
41  that a particular class of neural networks, basis function networks with multidimensional attractors
42                  The package of Bayesian bio-basis function neural network can be obtained by request
43       The results show that the Bayesian bio-basis function neural network with two Gaussian distribu
44 n application of our recently developed 'bio-basis function neural network' pattern recognition algor
45 near discriminant analysis (LDA), and radial basis function neural networks (RBFNN), are used to cate
46 ns, multilayer perceptrons, the original bio-basis function neural networks and support vector machin
47                                 Bayesian bio-basis function neural networks are investigated and the
48 study, to investigate the application of bio-basis function neural networks for the prediction of cas
49                                       As bio-basis function neural networks have proven to outperform
50 ge sites in O-linked glycoproteins using bio-basis function neural networks.
51 different spatial scales), comparable to the basis functions of wavelet transforms.
52                                      The bio-basis function proposed by Thomson et al. is used to tra
53              An SVM classifier with a radial basis function provided classification accuracy from 95.
54                                       Radial Basis Function (RBF) outperformed polynomial and linear
55 orm yet larger grids and can also be used as basis functions to construct memory representations of s
56  are constructed through the use of Gaussian basis functions to extract relevant information from sin
57                          The CDT uses radial basis function transforms with distances constrained to
58 ter fitting was employed to adjust a release basis function until the model output fitted recorded (2
59 jecting the signal onto a set of oscillatory basis functions using a Discrete Fourier Transform.
60 ctral analysis-derived V(T) with a set of 30 basis functions with exponents ranging from 0.0175 to 1.

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