Gelu
PulseAugur coverage of Gelu — every cluster mentioning Gelu across labs, papers, and developer communities, ranked by signal.
3 天有情绪数据
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Residual connections enable deeper LLM training by bypassing layers
This article explains residual connections, a key component in Transformer architectures essential for training deep neural networks like Large Language Models (LLMs). Residual connections help overcome the vanishing gr…
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Neural network weight drift identified as a training dynamic issue
Researchers have identified a phenomenon called "weight drift" in neural networks, where optimization processes inadvertently push weights towards negative values. This drift, independent of the training data, occurs wi…
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New method secures embedded neural networks against timing attacks
Researchers have developed a new methodology for implementing activation functions in embedded neural networks that prevents information leakage through timing side channels. This approach ensures consistent execution t…
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Vision models ditch activations for polynomial alternatives
Researchers have developed new activation-free backbone architectures for vision models, utilizing polynomial functions instead of traditional pointwise nonlinearities like ReLU or GELU. These novel modules, integrated …
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Neural networks achieve super-fast convergence and represent complex functions with floating-point arithmetic
Two new arXiv papers explore theoretical aspects of neural network convergence and representation capabilities. The first paper demonstrates that neural network classifiers can achieve super-fast convergence rates under…
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MLP skip connections can't be absorbed into residual-free models
Researchers have investigated whether a skip connection around a single-hidden-layer MLP can be absorbed into a residual-free MLP of the same width. They found that for certain activation functions like ReLU^2 and ReGLU…
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New GEM activation functions offer smoother, rational alternatives to ReLU
Researchers have introduced Geometric Monomial (GEM), a new family of activation functions designed for deep neural networks. These functions utilize purely rational arithmetic and offer $C^{2N}$-smoothness, aiming to i…