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Python is a dynamically typed programming language designed by Guido van Rossum. Much like the programming language Ruby, Python was designed to be easily read by programmers. Because of its large following and many libraries, Python can be implemented and used to do anything from webpages to scientific research.

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httpie
rshurts
rshurts commented Mar 8, 2017

Brew is listed as the recommended way of installing httpie on macOS. However, it doesn't work with auth plugins.

For example, if you pip3 install requests-hawk and then run http --help hawk will not show as an auth type. If you pip3 install httpie-oauth it will install httpie via pip as a dependency and overwrite the brew installed link in /usr/local/bin/http and now all the plugins wil

requests
rabbbit
rabbbit commented Oct 2, 2017

tldr; in multi-process environment (Celery) sessions might lead to request/responses being mixed up.

It is unsafe to use Session in a multi-process environment - if the fork happens after Session initialisation the underlying connection pool will be shared across both processes, leading to potentially dangerous and hard to debug issues.

I'm not sure what should happen - whather a code change

yf225
yf225 commented Sep 30, 2019

Context

We would like to add torch::nn::functional::normalize to the C++ API, so that C++ users can easily find the equivalent of Python API torch.nn.functional.normalize.

Steps

  • Add torch::nn::NormalizeOptions to torch/csrc/api/include/torch/nn/options/normalization.h (add this file if it doesn’t exist), which should include the following parameters (based on https://pytorch.
WillAyd
WillAyd commented Oct 29, 2019

ref #29165 the stat_ops benchmarks add a significant amount of time to the ASV runs. The "kendall" correlation method in particular takes over 10 seconds per run in some cases, and there are at least 4 occurrences of this. So for that method alone 40s across 4 runs per benchmark suite would be close to 3 minutes just for those benchmarks

There are a few others mixed in there as well that can b

azl397985856
azl397985856 commented Sep 30, 2019

给定一个原区间[x, y] (y>=x) 和 N个无序的目标区间[x1, y1],[x2, y2],[x3, y3] ... [xn, yn] 判断原区间是否在目标区间内(即\bigcup_{i=1}^{n}[x_i, y_i]是否成立)

例如给定原区间[1,6]和无序的目标区间[2, 3] , [1, 2], [3, 9]. 即可认为区间[1, 6]在[2, 3] , [1, 2], [3, 9]内, 如图所示:

image

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