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Hello,
I am contacting you because I am encountering an issue with post-processing. I have a 2D domain where I am simulating the propagation of a planar auto-ignition front. The boundary conditions…
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**Is your feature request related to a problem? Please describe.**
It's undesirable, especially in production, that the algorithm fails silently or produces garbage instead of throwing or returning…
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Li2020 contains a fairly up to date set of numerical methods for fractional derivatives and integrals.
It would be very cool to implement most of this and compare.
- Chapter 3: Riemann-Liouville q…
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Thanks for maintaining the package. It is very useful, yet missing a crucial part for my applications: Schur(qz) decomposition - e.g.
`QZ::qz(QZ::exAB2$A, QZ::exAB2$B)`
I did not find any implemen…
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The following code
from matplotlib.pyplot import rc_context
from sympy import pi, plot, sin, sqrt, symbols
a, t, w0 = symbols('a, t, omega_0')
q = -26*sin(w0*t/2) + 13*sqrt(39)*s…
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I'm posting this issue as a place to discuss and think about our strategy for likelihood-based inference for generalized linear mixed models. Right now I've got a working likelihood function for a Mix…
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## Reason
It is often cumbersome and difficult to derive the gradient for PDE-constrained inverse optimization. It involves developing an adjoint of the forward problem and derivatives with respect…
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**Abstract**
Providing derivatives of quantities in Cantera using automatic differentiation would enable the use of many sophisticated capabilities, such as sparse iterative solvers and machine lea…
speth updated
6 months ago
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The zeroinflated models have not been reviewed for computational efficiency in loglike and similar.
(My review before merging was mainly functional.)
- hessian uses double loop (but for triangle, …
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The global constant `TRANSIT_TOL` is defined for double precision.
It might make more sense to adapt this precision to the computation.