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Dynamic Quaternion Extreme Learning Machine
DOI:10.1109/TCSII.2021.3067014.png)
摘要
En 中文
Quaternion random neural network trained by extreme learning machine (Q-ELM) becomes attractive for its good learning capability and generalization performance in 3 or 4-dimensional (3/4-D) hypercomplex data learning. But how to determine the optimal network architecture is always challenging in Q-ELM. To this end, a novel error-minimization-based Q-ELM (QEM-ELM) that only needs to optimize the output weights of the newly added neuron is developed in this brief. On this basis, a dynamic network construction scheme is further extended on Q-ELM, leading to a novel DQ-ELM, where the hidden nodes can be dynamically recruited or deleted according to the significance to network performance. The network parameters can be optimized and the architecture can be self-adapted simultaneously. Simulation results on many benchmark datasets demonstrate that the proposed QEM-ELM and DQ-ELM achieve good generalization performance by preserving a compact network size.
Keyword:
Quaternions
Neurons
Algebra
Training
Optimization
Computer architecture
Circuits and systems
Quaternion algebra
quaternion EM-ELM
dynamic quaternion ELM
quaternion GHR
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期刊
I
IF:
4.9
论文数:
8.8K
被引数:
2.5W
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引用论文
Quaternion-valued short-term joint forecasting of three-dimensional wind and atmospheric parameters
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