DPPy

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Bumps [cvxopt](http://cvxopt.org) from 1.2.1 to 1.2.7. [](https://docs.github.com/en/github/managing-security-vulnerabilities/about-dependabot-security-updates#about-compatibility-scores) Dependabot will resolve any conflicts with this PR as long as you don't alter it yourself. You can also trigger a...

dependabot[bot]

Fix travis build error

1

currently errors https://github.com/guilgautier/DPPy/runs/4382763009 previously passes https://app.travis-ci.com/github/guilgautier/DPPy/builds/204122410 use github workflow/action instead!

guilgautier

Right now `requirements.txt` imposes an exact `cvxopt==1.2.1` version. This allows for a pip installation, but the `conda` package manager [only has version 1.2.0 available](https://anaconda.org/anaconda/cvxopt), which makes the installation conflict and...

danielecc

I have just start to use this library. And I am confused about this.

2019zhou

**Describe the bug** `np.float` was a deprecated alias for the builtin `float`. The aliases was originally deprecated in NumPy 1.20; for more details and guidance see the original release note...

qumaciel

Thanks for your great work on DPPy. I am new to DPPs and this framework and was wondering what would be the correct way of using it for a simple...

tk-rusch

Address numerical stability in exact sampling of k DPPs for large matrices

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# Problem The current k-DPP sampling algorithm using GS is not numerically stable and frequently runs into division warnings when dealing with large matrices (~10kx10k) with large condition numbers (~10^6)...

DhruvaKashyap

Miscellaneous changes to get all the tests working. - Missing a `np.int` -> `int` conversion (https://github.com/guilgautier/DPPy/issues/75). - In [numpy 2.0.0](https://numpy.org/devdocs/release/2.0.0-notes.html#numpy-2-0-python-api-removals), `np.complex_` -> `np.complex128`. - Add `sum_check=False`. (note: this requires `scipy>=1.15.0`,...

stephen-huan

Support complex-valued kernels

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**Is your feature request related to a problem? Please describe.** The [documentation](https://dppy.readthedocs.io/en/latest/finite_dpps/definition.html#definition) says that the correlation kernel can be a complex Hermitian matrix with eigenvalues between 0 and 1. However,...

kevinsung