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Based on discussions with @mezzarobba and @fredrik-johansson:
- [ ] A module for generic Ore polynomials: `gr_ore_poly`
- [ ] differential operators in `d/dz` and in `z*d/dz`, with `gr_poly`s as…
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Similar to #119.
Algebrite knows that `ln(a) + ln(b) = ln(a*b)`, but if you plug in most numbers for `a` and `b`, it no longer recognizes the rule
On Algebrite.org:
```
(ln(a) + ln(b)) - (ln(a*b…
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## Arxiv/Blog/Paper Link
[Blog](https://blog.research.google/2024/03/generative-ai-to-quantify-uncertainty.html)
[Arxiv](https://arxiv.org/pdf/2306.14066.pdf)
[Science Paper](https://www.science.…
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## Description
The logistic_lcdf() and logistic_lccdf() function break down at standardised values beyond 36 or so, due to numerical underflow (e.g., [here](https://github.com/stan-dev/math/blob/92…
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If I might ask, are there certain types of files that will only give GC content and mappability information? Is this a bam only feature? I can't get access to the sourcecode for processBin_MGC to tell…
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Hello guys,
I have been trying to convert a H5 file generated by OpenMolcas (CASSCF). I am interested in the 2nd root and natural orbitals, i.e. S2. So I did,
penny test.h5 -r 2 -n -c molden -f -o r…
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### Description
`cupyx.scipy.sparse.linalg.eigsh` has a bug that prevents convergence or accurate results. For example, for a simple identity matrix (all eigenvalues are 1), sometimes the maximum eig…
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GCD for polynomials is an important operation for computing sums of polynomial ratios A(x)/B(x) + C(x)/D(x). The naive approach to computing GCD(B(x),D(x)) is numerically ill-conditioned:
```
import …
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The [README.md in branch 3.0.x](https://github.com/ThoughtWorksInc/DeepLearning.scala/blob/3.0.x/README.md#related-projects) mentions ND4J as a related project in that it "provides numerical computing…
InonS updated
5 years ago
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Hi, Great job, I'm also interesting in AlignTTS, did u trained a such model successfully? Or even already got generated wave samples? :)