Your English writing platform
Discover LudwigExact(1)
Unfortunately LM has some important limitations, specifically it can be only used on single output networks, and be used with the sum squared error function, and has memory requirements proportional to W (where W is the number of weights in the network; this makes it impractical for reasonably big networks).
Similar(59)
According to the retransmission first strategy, LE retransmits the head of RTXLIST and simultaneously sets the value of cwnd to w 0 2, where w0 is the size of cwnd before detecting the first packet loss.
Then, {x n } and {u n } converge weakly to w ∈ ∑, where w = limn→∞P∑x n.
Then, {x n } converges weakly to w ∈ F S ∩EP F) where w = limn→∞PF(S ∩EP(F x n.
Then, {x n }, {u n } and {y n } converge weakly to w ∈ Ω, where w = limn→∞PΩx n.
Then { x n } converges strongly to w ∈ F, where w is the unique fixed point of a contraction P F ∘ f 1.
If we define for n ∈ {1, 2,...} and x ∈ C, then the sequences {x n }, {u n }, and {y n } generated by algorithm (3.12) converge weakly to w ∈ Θ, where w = limn→∞PΘx n.
for n ∈ N. Suppose that I − S is demiclosed at 0. Then { x n } converges strongly to w ∈ F, where w is the unique fixed point of a contraction P F ∘ f.
The minimum thrust in the undeformed configuration is equal to 0.14 W (where W is the arch weight), while for the collapse displacement, it is 0.30 W with an increase of 114%%.
Assume q1 and q2 have normal paths to x1 and x2 respectively in X. Suppose b has normal paths to w and z in X where the paths are disjoint except for b.
The output, however, goes to a power meter that determines the average power, W T, in the signal over time period T. A feedback loop then determines the gain for the next T-second period on the basis of the average power of the preceding T-second period, where the gain, k, is equal to W -q, where q is under top-down control.
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com