Gated recurrent unit or GRU is an advancement of the standard RNN introduced in 2014 by Kyunghyun Cho. Learn about GRU, and its working
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Gated recurrent unit or GRU is an advancement of the standard RNN introduced in 2014 by Kyunghyun Cho. Learn about GRU, and its working
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Gated recurrent unit or GRU is an advancement of the standard RNN introduced in 2014 by Kyunghyun Cho. Learn about GRU, and its working
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The Gated Recurrent Unit (GRU) is a type of Recurrent Neural Network (RNN) that can have an advantage over long short term memory (LSTM).
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A Computer Science portal for geeks. It contains well written, well thought and well explained computer science and programming articles, quizzes and practice/competitive programming/company interview Questions.
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A gated recurrent unit is a gating mechanism in recurrent neural networks similar to a long short-term memory unit but without an output gate.
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This definition explains the meaning of Gated Recurrent Unit and why it matters.
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In recent years, the efficacy of using artificial recurrent neural networks to model cortical dynamics has been a topic of interest. Gated recurrent units (GRUs) are specialized memory elements for building these recurrent neural networks. Despite their incredible success in natural language, speech, video processing, and extracting dynamics underlying neural data, little is understood about the specific dynamics representable in a GRU network, and how these dynamics play a part in performance and generalization. As a result, it is both difficult to know a priori how successful a GRU network will perform on a given task, and also their capacity to mimic the underlying behavior of their biological counterparts. Using a continuous time analysis, we gain intuition on the inner workings of GRU networks. We restrict our presentation to low dimensions, allowing for a comprehensive visualization. We found a surprisingly rich repertoire of dynamical features that includes stable limit cycles (nonlinear oscillations), multi-stable dynamics with various topologies, and homoclinic bifurcations. At the same time GRU networks are limited in their inability to produce continuous attractors, which are hypothesized to exist in biological neural networks. We contextualize the usefulness of different kinds of observed dynamics and support our claims experimentally.
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In recent years, the efficacy of using artificial recurrent neural networks to model cortical dynamics has been a topic of interest. Gated recurrent units (GRUs) are specialized memory elements for building these recurrent neural networks. Despite their incredible success in natural language, speech, video processing, and extracting dynamics underlying neural data, little is understood about the specific dynamics representable in a GRU network, and how these dynamics play a part in performance and generalization. As a result, it is both difficult to know a priori how successful a GRU network will perform on a given task, and also their capacity to mimic the underlying behavior of their biological counterparts. Using a continuous time analysis, we gain intuition on the inner workings of GRU networks. We restrict our presentation to low dimensions, allowing for a comprehensive visualization. We found a surprisingly rich repertoire of dynamical features that includes stable limit cycles (nonlinear oscillations), multi-stable dynamics with various topologies, and homoclinic bifurcations. At the same time GRU networks are limited in their inability to produce continuous attractors, which are hypothesized to exist in biological neural networks. We contextualize the usefulness of different kinds of observed dynamics and support our claims experimentally.
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In recent years, the efficacy of using artificial recurrent neural networks to model cortical dynamics has been a topic of interest. Gated recurrent units (GRUs) are specialized memory elements for building these recurrent neural networks. Despite their incredible success in natural language, speech, video processing, and extracting dynamics underlying neural data, little is understood about the specific dynamics representable in a GRU network, and how these dynamics play a part in performance and generalization. As a result, it is both difficult to know a priori how successful a GRU network will perform on a given task, and also their capacity to mimic the underlying behavior of their biological counterparts. Using a continuous time analysis, we gain intuition on the inner workings of GRU networks. We restrict our presentation to low dimensions, allowing for a comprehensive visualization. We found a surprisingly rich repertoire of dynamical features that includes stable limit cycles (nonlinear oscillations), multi-stable dynamics with various topologies, and homoclinic bifurcations. At the same time GRU networks are limited in their inability to produce continuous attractors, which are hypothesized to exist in biological neural networks. We contextualize the usefulness of different kinds of observed dynamics and support our claims experimentally.
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In recent years, the efficacy of using artificial recurrent neural networks to model cortical dynamics has been a topic of interest. Gated recurrent units (GRUs) are specialized memory elements for building these recurrent neural networks. Despite their incredible success in natural language, speech, video processing, and extracting dynamics underlying neural data, little is understood about the specific dynamics representable in a GRU network, and how these dynamics play a part in performance and generalization. As a result, it is both difficult to know a priori how successful a GRU network will perform on a given task, and also their capacity to mimic the underlying behavior of their biological counterparts. Using a continuous time analysis, we gain intuition on the inner workings of GRU networks. We restrict our presentation to low dimensions, allowing for a comprehensive visualization. We found a surprisingly rich repertoire of dynamical features that includes stable limit cycles (nonlinear oscillations), multi-stable dynamics with various topologies, and homoclinic bifurcations. At the same time GRU networks are limited in their inability to produce continuous attractors, which are hypothesized to exist in biological neural networks. We contextualize the usefulness of different kinds of observed dynamics and support our claims experimentally.
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The Gated Recurrent Unit (GRU) is the newer version of the more popular LSTM. Let's unveil this network and explore the differences between these 2 siblings.
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Gated recurrent units (GRUs) are specialized memory elements for building
recurrent neural networks. Despite their incredible success on various tasks,
including extracting dynamics underlying neural data, little is understood
about the specific dynamics representable in a GRU network. As a result, it is
both difficult to know a priori how successful a GRU network will perform on a
given task, and also their capacity to mimic the underlying behavior of their
biological counterparts. Using a continuous time analysis, we gain intuition on
the inner workings of GRU networks. We restrict our presentation to low
dimensions, allowing for a comprehensive visualization. We found a surprisingly
rich repertoire of dynamical features that includes stable limit cycles
(nonlinear oscillations), multi-stable dynamics with various topologies, and
homoclinic bifurcations. At the same time we were unable to train GRU networks
to produce continuous attractors, which are hypothesized to exist in biological
neural networks. We contextualize the usefulness of different kinds of observed
dynamics and support our claims experimentally.
View more »
Gated recurrent units (GRUs) are specialized memory elements for building
recurrent neural networks. Despite their incredible success on various tasks,
including extracting dynamics underlying neural data, little is understood
about the specific dynamics representable in a GRU network. As a result, it is
both difficult to know a priori how successful a GRU network will perform on a
given task, and also their capacity to mimic the underlying behavior of their
biological counterparts. Using a continuous time analysis, we gain intuition on
the inner workings of GRU networks. We restrict our presentation to low
dimensions, allowing for a comprehensive visualization. We found a surprisingly
rich repertoire of dynamical features that includes stable limit cycles
(nonlinear oscillations), multi-stable dynamics with various topologies, and
homoclinic bifurcations. At the same time we were unable to train GRU networks
to produce continuous attractors, which are hypothesized to exist in biological
neural networks. We contextualize the usefulness of different kinds of observed
dynamics and support our claims experimentally.
View more »
A Gated Recurrent Unit, or GRU, is a type of recurrent neural network. It is similar to an LSTM, but only has two gates - a reset gate and an update gate - and notably lacks an output gate. Fewer parameters means GRUs are generally easier/faster to train than their LSTM counterparts.
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Energy disaggregation or NILM is the best solution to reduce our consumption of electricity. Many algorithms in machine learning are applied to this field. However, the classification results from those algorithms are not as well as expected. In this paper, we propose a new approach to construct a classifier for energy disaggregation with deep learning field. We apply Gated Recurrent Unit (GRU) based on Recurrent Neural Network (RNN) to train our model using UK DALE dataset on this field. Besides, we compare our approach to original RNN on energy disaggregation. By applying GRU RRN, we achieve accuracy and F-measure for energy disaggregation with the ranges [89%-98%] and [81%-98%] respectively. Through these results of the experiment, we confirm that the deep learning approach is really effective for NILM.
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