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scientific-computing

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mkhan037
mkhan037 commented Jan 14, 2020

The docstring in the gaussian_ei acquisition function mentions

Note that the value returned by this function should be maximized to
obtain the X with maximum improvement.

However, in the Optimizer class, we see that the next x is determined by the following code for the 'sampling' acquisition optimizer.
` values = _gaussian_acquisition(
X=X, model=est, y_op

Go scientific library for machine learning, linear algebra, FFT, Bessel, elliptic, orthogonal polys, geometry, NURBS, numerical quadrature, 3D transfinite interpolation, random numbers, Mersenne twister, probability distributions, optimisation, graph, plotting, visualisation, tensors, eigenvalues, differential equations, more.

  • Updated May 13, 2020
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Ageless93
Ageless93 commented Jan 27, 2020

In Advanced view when Activity on any of the items is set to Suspend, it will suspend that item for eternity until 'based on preferences' or 'always' is chosen.

In Simple view there is a Suspend button at the bottom, which suspends calculations for just one hour.
It does the same thing as the Snooze option in the (Windows) right-click BOINC Manager icon in the system tray.

For consistenc

ihnorton
ihnorton commented Jul 15, 2019

@stavrospapadopoulos is planning to do a full pass on the docs in the next development cycle to improve consistency, including:

  • further clarification of the capacity definition (ref #1167).
  • change the parameter from capacity -> sparse_capacity
  • per @jakebolewski, set_capacity needs to return the dense capacity (e.g. for a HL api iterator over tiles)
RoscoeTheDog
RoscoeTheDog commented Sep 4, 2019

Hello. I am trying to migrate my project from basic logging to something more advanced and someone recommended this module through reddit. I have been through the quick-start guide and other available documentation and have some very basic questions about the API.

How can I parse the logs and format them for the stdout?

Is there a way to stream what's being written to the log, just like the

jandrej
jandrej commented Apr 7, 2020

The nonlinear solver from the Sundials library KINSol has the following default behavior:

KINSol limits the maximum Newton update if

|| scale * update ||_2 > max(1000 * || scale * u0 ||_2, 1).

This forces KINSol to take more steps than necessary in the linear case.

Providing the option KINSetMaxNewtonStep(kin_mem, max_step) changes the default behavior to

|| scale * upda
pyGAM
pjk645-zz
pjk645-zz commented Mar 8, 2020

There are several instances where the functional form is shown as
$$\beta_0 + f_1(X_1) + f_2(X_2, X3) + \ldots + f_M(X_N),$$
and I believe it should be
$$\beta_0 + f_1(X_1) + f_2(X_2) + f_3( X_3) + \ldots + f_M(X_M),$$
or even this
$$\beta_0 + f_1(X_1) +\ldots + f_M(X_M)$$
is probably sufficient.

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