Interactive \(\xi(t)\)
t
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
tanh
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tanh
ξ(t)
positive weight
negative weight
Evaluate \(\xi(t)\)
\(\xi(t)\) = 0
Plot \(\xi(t)\) over a range
to
Analytic form — symbolic (LaTeX)
Analytic form — fully instantiated with current numbers
(Rendered with MathJax when available, otherwise as text.)
Parameters (sliders for all weights & biases)
Layer 1: (\(t \rightarrow 4\:\: \mathrm{tanh}\)): weights \(w^{(1)}_j\) & biases \(b^{(1)}_j\)
Layer 2: (\(4 \rightarrow 4\:\: \mathrm{tanh}\)): weights \(w^{(2)}_{j, i}\) & biases \(b^{(2)}_j\)
Layer 3: (\(4 \rightarrow 4\:\: \mathrm{tanh}\)): weights \(w^{(3)}_{j, i}\) and biases \(b^{(3)}_j\)
Layer 4: (\(4 \rightarrow 4\:\: \mathrm{tanh}\)): weights \(w^{(4)}_{j, i}\) and biases \(b^{(4)}_j\)
Output (\(4 \rightarrow 1\:\: \mathrm{linear}\)): weights \(v_j\), bias \(b^{(5)}\) and skip \(s\)