Pages that link to "Item:Q2252169"
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The following pages link to Evolution equations on Gabor transforms and their applications (Q2252169):
Displaying 14 items.
- Analysis of vessel connectivities in retinal images by cortically inspired spectral clustering (Q294439) (← links)
- Spherical tensor algebra: a toolkit for 3D image processing (Q1702632) (← links)
- The constitution of visual perceptual units in the functional architecture of V1 (Q1732700) (← links)
- Design and processing of invertible orientation scores of 3D images (Q1799617) (← links)
- A sub-Riemannian model of the visual cortex with frequency and phase (Q2040376) (← links)
- A cortical-inspired geometry for contour perception and motion integration (Q2251290) (← links)
- From receptive profiles to a metric model of V1 (Q2315385) (← links)
- Left-invariant evolutions of wavelet transforms on the similitude group (Q2347899) (← links)
- Uniform Gaussian bounds for subelliptic heat kernels and an application to the total variation flow of graphs over Carnot groups (Q2851035) (← links)
- From Functional Architectures to Percepts: A Neuromathematical Approach (Q2950722) (← links)
- Weinstein Gabor Transform and Applications (Q3168147) (← links)
- Uniqueness of Viscosity Mean Curvature Flow Solution in Two Sub-Riemannian Structures (Q5231321) (← links)
- PDE-based group equivariant convolutional neural networks (Q6156050) (← links)
- Recent geometric flows in multi-orientation image processing via a Cartan connection (Q6606489) (← links)
