A Parallel Computation that Assigns Canonical Object-Based Frames of Reference
By Geoffrey E. Hinton. 1981
Subfields: Neuroscience
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Neuroscience
- Yoshua Bengio
- Yann LeCun
- John E. Hummel
- Max Welling
- Roland Memisevic
- Irving Biederman
- Geoffrey E. Hinton
- Paul Smolensky
Citations in the corpus
- Spatial Transformer Networks (2015, background): “In this section we discuss the prior work related to the paper, covering the central ideas of modelling transformations with neural networks [12, 13, 27], learning and analysing transformation-invariant representations [3, 5, 8, 17, 19, 25], as well as attention and detection mechanisms for feature ”
- Dynamic Routing Between Capsules (2017, background): “Olshausen et al. [1993] improves upon Hinton [1981b] dynamic connections and presents a biologically plausible, position and scale invariant model of object representations.”
- How to Represent Part-Whole Hierarchies in a Neural Network (2021, background): “If we allow three-way interactions in which the activity of one neuron gates the connection between two other neurons [Hinton, 1981c], it is easy to make the connections dynamic, but it is still unclear how to dynamically create a graph structure without the ability to allocate neurons on the fly.”
- A neurobiological model of visual attention and invariant pattern recognition based on dynamic routing of information (1993, background): “In machine vision, this is known as the viewpoint consistency constraint, and it has proved to be a powerful computational strategy for object recognition systems (Hinton, 1981b; Lowe, 1987).”
- Learning to Relate Images (2011, background): “We discuss how the common computational principle behind all these methods are multiplicative interactions , which were introduced to the vision community 30 years ago under the terms “mapping units” [18] and “dynamic mappings” [48].”
- Dynamic binding in a neural network for shape recognition. (1992, methodology): “Feature matching models extract diagnostic features from an image and use those as the basis for recognition (e.g., Hinton, 1981; Hummel, Biederman, Gerhardstein, & Hilton, 1988; Lindsay & Norman, 1977; Selfridge, 1959; Selfridge & Neisser, 1960).”
- Deforming Autoencoders: Unsupervised Disentangling of Shape and Appearance (2018, background): “A thread of works has been aimed at dynamically rerouting the processing of information within the network’s graph based on the input, starting from neural computation arguments [21,22,23] and eventually translating into concrete algorithms, such as the ‘capsule’ works of [24,25] that bind neurons o”
- Batch-shaping for learning conditional channel gated networks (2019, methodology): “ as Convnet-AIG [38], SkipNet [39] and soft-guided adaptively-dropped neural network [40]. 2 Background and related work Literature on gating connections for deep neural networks dates back to Hinton [12]. Gating can be seen as a tri-way connection in a neural network [7], where one output can only ”
- Deep learning for AI (2021, background): “While multiplicative gating is an old idea for such things as coordinate transforms 44 and powerful forms of recurrent networks, 52 its recent forms have made it mainstream.”
- Deep learning for cardiovascular medicine: a practical primer. (2019, background): “Capsule-based neural network, 32,33 meta-learning (learning how the network learns), 34–36 DeepMath (learn mathematical proofs), 37 or self-play (two agents learn by win and loss) 34 S2 ).”
- Tensor Product Variable Binding and the Representation of Symbolic Structures in Connectionist Systems (1990, background): “product occurs not at the unit but at the junction of two connections; the two activities entering the triangular junction [12] from the filler and role units are multiplied together and the result is sent along the third line to the binding unit.”
- Learning to Segment Images Using Dynamic Feature Binding (1991, methodology): “Further, the segmentation-recognition cycle can iterate, allowing the recognition system to propose refinements of the initial segmentation, which in turn refines the output of the recognition system (Hinton 1981; Hanson and Riseman 1978; Waltz 1975).”