A Canonical Neural Circuit for Cortical Nonlinear Operations
By Minjoon Kouh, Tomaso A. Poggio. 2008
181 citations recorded by the source corpus.
Subfields: Cognitive Neuroscience, Electrical and Electronic Engineering
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Cognitive Neuroscience
- Tomaso A. Poggio
- Fabio Anselmi
- Joel Z. Leibo
- David J. Heeger
- Greg Wayne
- Lorenzo Rosasco
- Adam Henry Marblestone
- Konrad Paul Kording
In Electrical and Electronic Engineering
- Adam Henry Marblestone
- David J. Heeger
- Gary F. Marcus
- Fabio Anselmi
- Konrad Paul Kording
- Joel Z. Leibo
- Thomas L. Dean
- T. Griffiths
Citations in the corpus
- How does the brain solve visual object recognition? (2012, neutral): “Notably, both AND-like and OR-like computations can be formulated as variants of the NLNmodel class described above (Kouh and Poggio, 2008), illustrating the link to canonical cortical models (see inset in Figure 6).”
- Toward an Integration of Deep Learning and Neuroscience (2016, background): “Neurons with the required Gaussian-like tunings to stored templates could be obtained through canonical, local, normalization-based circuits (Kouh and Poggio, 2008), which can also be tweaked to implement other aspects of a vision architecture like softmax operations and pooling. powerful means of…”
- A Normalization Model of Multisensory Integration (2011, unknown): “The apparent ubiquity of divisive normalization in neural circuits 36, 45 makes normalization operating at the level of multisensory integration an attractive general model to account for cross-modal interactions.”
- The atoms of neural computation (2014, background): “While we will not attempt a comprehensive survey here, several theories (Anselmi et al., 2013; Bhand, Mudur, Suresh, Saxe, & Ng, 2011; George & Hawkins, 2009; Mallat, 2013; Poggio, Mutch, Leibo, Rosasco, & Tacchetti, 2012) aim to give a general account of a broad range of hierarchical sensory comput”
- Neural Implementation of Hierarchical Bayesian Inference by Importance Sampling (2009, background): “It has been suggested that biophysical mechanisms such as shunting inhibition and synaptic depression might account for normalization and gain control [10, 21, 22].”
- Value-based gain control: divisive normalization in parietal cortex (2011, background): “…in value coding, the circuit mechanisms generating this representation remain unknown; such computations may emerge from fundamental properties of the neural circuit architecture (Kouh and Poggio, 2008), and identifying the underlying mechanism remains a critical direction for future work.”
- Deep Convolutional Networks are Hierarchical Kernel Machines (2015, background): “It is well known that such an operation can be implemented by simple circuits of the lateral inhibition type (see [14]).”
- Computing with a Canonical Neural Circuits Model with Pool Normalization and Modulating Feedback (2014, background): “The response gain can be generalized by incorporating a nonlinear transfer function f for the input I, with f (I) = I q , q ∈ N (Kouh & Poggio, 2008).”
- Reconstructing Speech from Human Auditory Cortex (2012, background): “Such amplitude-based coding schemes are broadly referred to as ‘‘energy models’’ [32,33].”
- The Normalization Model of Attention (2009, background): “Shunting inhibition through lateral connections from other neurons in the cortical neighborhood has been proposed as one possible mechanism for normalization (Carandini and Heeger, 1994; Carandini et al., 1997; Kouh and Poggio, 2008).”
- Unsupervised Learning of Invariant Representations in Hierarchical Architectures (2013, background): “for appropriate values of the parameters (see [46]).”