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User case: STO course description
This course covers methods and applications of integration, geometric and Taylor series, and introduces partial derivatives and double integrals.
TBIL Calc Modules:…
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I'm working with Gaussian processes where the kernel $k(x, y)$ is a function of two position vectors. I would like to take "directional cross derivatives" with respect to each position. That is, I wan…
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If I understand correctly, fixing the value of a node also fixes the value of the derivatives at that node. This can make optimal control problems infeasible, especially when setting final constraint…
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Simplex noise is [said](http://weber.itn.liu.se/~stegu/simplexnoise/simplexnoise.pdf) to have "a well-defined and continuous gradient everywhere that can be computed quite cheaply." This is immensely …
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There's two components to this enhancement.
### Optimization
Define a `theta` and `eta` (inverse `theta`) function to transform parameters between an open bounded interval to a closed bounded inte…
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Modifying the identifier from AbstractionLocalizer to LocalizerAbstraction to match the filenames:
In the cluster files are as follows: `/derivatives/sub-04/ses-45/res_task-LocalizerAbstraction_*`
…
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I'm playing around with viscm and I noticed that all colormaps that I create end up with very noisy perceptual derivatives:
![image](https://github.com/matplotlib/viscm/assets/22940964/86708b9b-898…
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While attempting to add validation rules for BIDS Derivatives, we've found there is room for differences of interpretation in https://bids-specification.readthedocs.io/en/latest/05-derivatives/01-intr…
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Is there any way to take the nth derivative of a function (without making a function for each individual derivative). i.e.
```math
f(x) = x^3
```
```math
f_n(n, x) = \frac{d^n}{{dx}^n} ( f(x) …
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```
[15:05:09] WARNING bidsMReye - [15:05:09] - log level: WARNING bidsmreye.py…