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Frank Sauerburger
FP-python-examples
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7 years ago
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Frank Sauerburger
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@@ -38,7 +38,7 @@ The `--user` argument for `pip` installs the python package in your home
directory, which hides potentially older packages installed with
`apt-get`
.
## Windows
Since I'm not using python on Windows myself, I don't have first-hand experi
a
nce
Since I'm not using python on Windows myself, I don't have first-hand experi
e
nce
with it. However I think
[
Anaconda
](
https://www.continuum.io/downloads
)
is a
good solution for windows users, which provides all required packages.
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@@ -166,7 +166,7 @@ The result is [-1. 0.5 2. 5. 6.5]
```
Numpy offers many other functionalities which are beyond the scope of this basic
introduction. It is defin
e
tely worth glancing at the
introduction. It is defin
i
tely worth glancing at the
[
documentation
](
https://docs.scipy.org/doc/numpy/index.html
)
.
# Plotting Functions
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@@ -399,7 +399,7 @@ numpy array. The function returns a two dimensional array. The outer array has
one entry for each line in the text file. The inner array has two entries in our
case, one for the
channel and the other one for the event count. We can use
`transpose()`
to flip
the matrix, such that the outer array has t
s
wo entries, one with an array of
the matrix, such that the outer array has two entries, one with an array of
channel values and the other one with event counts. Since our measured event
counts stem from radioactive decay, we know that the event counts follow a
Poisson distribution. Therefore, the uncertainties of the event counts are simply
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@@ -614,7 +614,7 @@ laboratories. Here is a list with online resources, which might be useful.
-
[
Python
](
https://docs.python.org/3/
)
documentation
-
[
Numpy and Scipy
](
https://docs.scipy.org/doc/
)
documentation
-
[
Matplotlib
](
http://matplotlib.org/contents.html
)
documenta
i
ton
-
[
Matplotlib
](
http://matplotlib.org/contents.html
)
documentat
i
on
-
[
Orthogonal distance regression
](
https://docs.scipy.org/doc/scipy/reference/odr.html
)
- least square fit, which considers
uncertainties in $
`x`
$ and $
`y`
$ directions.
-
Histograms in
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