- install Windows Terminal
- install wsl
- install Ubuntu
sudo apt update && sudo apt upgrade- install Homebrew
- install pyenv
- Issue with ctypes module: pyenv/pyenv#1933
- install oh-my-posh
- install jump
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| from zeep import Client | |
| client = Client("https://webservices.cibg.nl/Ribiz/OpenbaarV4.asmx?wsdl") | |
| client.service.ListHcpApprox4(WebSite="Ribiz", Name="Kerkhoven", Initials="M") |
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| def sparse_matrix_to_tensor(X): | |
| """Transforms SciPy sparse matrix to tensorflow.sparse.SparseTensor.""" | |
| row_nnz = np.diff(X.indptr) | |
| indices = np.asarray([[row_i, col_i] | |
| for row_i, nnz in enumerate(row_nnz) | |
| for col_i in range(nnz)], dtype=np.int64) | |
| values = X.data | |
| return SparseTensor(indices=indices, values=values, dense_shape=X.shape) |
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| def make_polynomial(dataframe, degree=MAX_DEGREE): | |
| """Function for creating higher-order polynomial features from dataframe. | |
| Dataframe df should be like [Y, X1, X2, .. Xi]. | |
| Returns dataframe polynomial features of X1 ... Xi up to degree polynomials.""" | |
| df = dataframe.copy() | |
| cols = df.columns[1:] | |
| for i in range(2, degree + 1): | |
| for col in cols: |
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| # baseURI: http://opendata.stelselcatalogus.nl/id/dataset/sc | |
| # imports: http://purl.org/dc/elements/1.1/ | |
| # imports: http://rdfs.org/ns/void | |
| # imports: http://www.w3.org/2004/02/skos/core | |
| @prefix adms: <http://www.w3.org/ns/adms#> . | |
| @prefix begrip_banken: <http://opendata.stelselcatalogus.nl/banken/id/begrip/> . | |
| @prefix begrip_bgt: <http://opendata.stelselcatalogus.nl/bgt/id/begrip/> . | |
| @prefix begrip_bri: <http://opendata.stelselcatalogus.nl/bri/id/begrip/> . | |
| @prefix begrip_brk: <http://opendata.stelselcatalogus.nl/brk/id/begrip/> . |
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| KWB = { | |
| 2016: "83487NED", | |
| 2017: "83765NED", | |
| 2018: "84286NED", | |
| 2019: "84583NED", | |
| 2020: "84799NED" | |
| } |
Zan Armstrong's comet chart has been on my list of hobby projects for a while now. I think it is an elegant solution to visualize statistical mix effects and address Simpson's paradox, and particularly useful when working with longitudinal data involving different sub-populations. Recently I found a good excuse to spend some time to actually use it as part of a exploratory data analysis on a project.
Since I mostly work in Python and have recently fallen in love with Altair - for the same reasons as Fernando explains here - I wondered how the comet chart could be implemented using the grammar of interactive graphics. It took me a while to figure out how to actually plot the c
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| import altair as alt | |
| import pandas as pd | |
| import vega_datasets | |
| # Use airline data to assess statistical mix effects of delays | |
| flights = vega_datasets.data.flights_20k() | |
| aggregation = dict( | |
| number_of_flights=("destination", "count"), | |
| mean_delay=("delay", "mean"), |