๐ญ My experience as an Applied Scientist Intern at Amazon
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๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
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๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
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This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
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This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
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This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
Published:
This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
Published:
This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
I recently came across this paper Thermodynamic Natural Gradient Descent by Normal Computing. I found it very interesting, so below is my brief take on it.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
This is the first post of a short series on the infinite-width limits of deep neural networks (DNNs). We start by reviewing the correspondence between neural networks and Gaussian Processes (GPs).
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
I recently came across this paper Thermodynamic Natural Gradient Descent by Normal Computing. I found it very interesting, so below is my brief take on it.
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
I recently came across this paper Thermodynamic Natural Gradient Descent by Normal Computing. I found it very interesting, so below is my brief take on it.
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
I recently came across this paper Thermodynamic Natural Gradient Descent by Normal Computing. I found it very interesting, so below is my brief take on it.
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
I recently came across this paper Thermodynamic Natural Gradient Descent by Normal Computing. I found it very interesting, so below is my brief take on it.
Published:
๐ค Confused about the recent KAN: Kolmogorov-Arnold Networks? I was too, so hereโs a minimal explanation that makes it easy to see the difference between KANs and multi-layer perceptrons (MLPs).
Published:
I recently came across this paper Thermodynamic Natural Gradient Descent by Normal Computing. I found it very interesting, so below is my brief take on it.
Published:
๐ TL;DR: Predictive coding implicitly performs a 2nd-order weight update via 1st-order (gradient) updates on neurons that in some cases allow it to converge faster than backpropagation with standard stochastic gradient descent.
Published:
๐ TL;DR: Predictive coding makes the loss landscape of feedforward neural networks more benign and robust to vanishing gradients.