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Fully trainable Gaussian derivative convolutional layer

Fully trainable Gaussian derivative convolutional layer

18 July 2022
Valentin Penaud-Polge
Santiago Velasco-Forero
Jesús Angulo
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Papers citing "Fully trainable Gaussian derivative convolutional layer"

7 / 7 papers shown
Title
Scale generalisation properties of extended scale-covariant and scale-invariant Gaussian derivative networks on image datasets with spatial scaling variations
Scale generalisation properties of extended scale-covariant and scale-invariant Gaussian derivative networks on image datasets with spatial scaling variations
Andrzej Perzanowski
Tony Lindeberg
45
1
0
17 Sep 2024
Approximation properties relative to continuous scale space for hybrid discretizations of Gaussian derivative operators
Approximation properties relative to continuous scale space for hybrid discretizations of Gaussian derivative operators
Tony Lindeberg
26
2
0
08 May 2024
Discrete approximations of Gaussian smoothing and Gaussian derivatives
Discrete approximations of Gaussian smoothing and Gaussian derivatives
Tony Lindeberg
16
12
0
19 Nov 2023
Unified theory for joint covariance properties under geometric image
  transformations for spatio-temporal receptive fields according to the
  generalized Gaussian derivative model for visual receptive fields
Unified theory for joint covariance properties under geometric image transformations for spatio-temporal receptive fields according to the generalized Gaussian derivative model for visual receptive fields
Tony Lindeberg
16
7
0
17 Nov 2023
Riesz networks: scale invariant neural networks in a single forward pass
Riesz networks: scale invariant neural networks in a single forward pass
Tin Barisin
K. Schladitz
C. Redenbach
17
10
0
08 May 2023
Covariance properties under natural image transformations for the
  generalized Gaussian derivative model for visual receptive fields
Covariance properties under natural image transformations for the generalized Gaussian derivative model for visual receptive fields
T. Lindeberg
21
11
0
17 Mar 2023
Moving Frame Net: SE(3)-Equivariant Network for Volumes
Moving Frame Net: SE(3)-Equivariant Network for Volumes
Mateus Sangalli
S. Blusseau
Santiago Velasco-Forero
Jesús Angulo
46
6
0
07 Nov 2022
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