Analysis and Design of Echo State Networks
By M. C. Ozturk, Dongming Xu, José Carlos Príncipe. Neural Computation, 2007
326 citations recorded by the source corpus.
Subfields: Artificial Intelligence, Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/0a9e1c2007adc59d83503054430051e47a515953
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- Herbert Jaeger
- Mantas Lukosevicius
- Benjamin Schrauwen
- Dianhui Wang
- Serge Massar
- Simone Scardapane
- Naoki Kanazawa
- Seiji Takeda
In Electrical and Electronic Engineering
- Herbert Jaeger
- Mantas Lukosevicius
- Benjamin Schrauwen
- Serge Massar
- Dianhui Wang
- Seiji Takeda
- Gouhei Tanaka
- Naoki Kanazawa
Citations in the corpus
- Reservoir computing approaches to recurrent neural network training (2009, background): “An algebraic unsupervised way of generating ESN reservoirs was proposed in [119].”
- Randomness in neural networks: an overview (2017, background): “Ozturk et al.(110) proposed a metric based on information–theoretic arguments by analyzing the linearized dynamic of the reservoir.”
- Recent Advances in Physical Reservoir Computing: A Review (2018, methodology): “Although design principles for conventional RC, such as ESNs (Lukoševičius, 2012; Ozturk, Xu, & Príncipe, 2007) and LSMs (Maass, 2011), have been examined comprehensively, the following issues require further investigation: how to design physical reservoirs for achieving high computational…”
- An overview of reservoir computing: theory, applications and implementations (2007, methodology): “In [36] is was shown that the effective spectral radius of the linearized system that models the reservoir is very dependent on a constant bias input or the scaling of the input: large inputs or bias leads to a smaller effective spectral radius.”
- Information Processing Capacity of Dynamical Systems (2012, background): “On the other hand driving these systems on average stabilizes their dynamics 24 , and this effect increases with the input amplitude i .”