Comments (5)
I agree. It would also be exciting to add BigFloat
versions of all the algorithms too.
from fastgaussquadrature.jl.
I would need to think very carefully about this. I agree that there is in principle nothing in the algorithm that requires Float64
, but there are some algorithmic parameters that do...
from fastgaussquadrature.jl.
We could have the routines allow for general choices of the parameters. In the case of Float64 it uses the current defaults, otherwise, users have to specify their own.
On 28 Mar 2016, at 3:00 AM, Alex Townsend [email protected] wrote:
I would need to think very carefully about this. I agree that there is in principle nothing in the algorithm that requires Float64, but there are some algorithmic parameters that do...
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from fastgaussquadrature.jl.
I am working on a problem that would benefit from a BigFloat implementation of both gausslegendre
and gausslaguerre
. I hope this comment will bump this issue up the priority queue!
from fastgaussquadrature.jl.
I have proposed it as an undergrad summer project so hopefully it can come together.
from fastgaussquadrature.jl.
Related Issues (20)
- docstring format is not unified
- Question on unweighted Gauss-Hermite HOT 1
- gausshermite(21) returns error HOT 4
- gausslaguerre(39,44.8) doesn't converge, document these conditions for convergence
- Gauss-Chebyshev documentation has incorrect weights for third and fourth kinds
- Add mutating versions of functions that reuse external storage for sigma points and weights HOT 5
- missing promotion in `gaussjacobi` for integer `α, β` HOT 2
- Gauss–Kronrod points and weights? HOT 5
- export/document 3-term recurrence coefficients HOT 3
- The precision of `gausslegendre` can be improved HOT 1
- PLEASE DO NOT COMMIT DIRECTLY ON THE `master` BRANCH! HOT 3
- Road to v2.0.0 HOT 3
- Loss of accuracy in weights of large Gauss-Jacobi rules HOT 9
- Migrate to travis-ci.com HOT 3
- TagBot trigger issue HOT 12
- `gausslaguerre(n, α)` produces error if α is Int HOT 2
- `gaussjacobi( 100000, .9, -.1 )` takes much more time than before
- Piessens's Chebyshev series approximations doesn't have enough accurate HOT 4
- Time to switch to GitHub Actions? HOT 18
- Quadrature rules for the weight function w(x) = 1/(1+x^2) HOT 8
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from fastgaussquadrature.jl.