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Andrey ARISTOV
nd2shrink
Commits
dffadc25
Commit
dffadc25
authored
4 years ago
by
Andrey Aristov
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get belaching rate from curve tails
parent
d3602880
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1 merge request
!5
fix testing and stuff
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Multiwell_photobleaching.ipynb
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Multiwell_photobleaching.ipynb
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View file @
dffadc25
{
"cells": [
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "code",
"execution_count": 160,
"metadata": {},
"outputs": [],
"source": [
"intensities = pd.read_csv('/home/aaristov/Multicell/SGR/20200807-CIPRO-7ngml-rep1/intensities.csv')"
]
},
{
"cell_type": "code",
"execution_count": 126,
"metadata": {},
"outputs": [],
"source": [
"intensities = pd.read_csv('/home/aaristov/Multicell/SGR/20200811-CIPRO-7ngml-rep2/intensities.csv')"
]
},
{
"cell_type": "code",
"execution_count": 284,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"<ipython-input-284-c23a68d30c38>:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n",
" curve = intensities.query('label == 42')[intensities.dye == 'GFP']\n"
]
}
],
"source": [
"curve = intensities.query('label == 42')[intensities.dye == 'GFP']"
]
},
{
"cell_type": "code",
"execution_count": 285,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[<matplotlib.lines.Line2D at 0x7f08da2275b0>]"
]
},
"execution_count": 285,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.semilogy(c := curve.mean_intensity.values - curve.mean_intensity.values.min())\n",
"plt.semilogy(c * bleach_fun(np.arange(len(curve)), -.03))\n"
]
},
{
"cell_type": "code",
"execution_count": 265,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[<matplotlib.lines.Line2D at 0x7f08dd6558e0>]"
]
},
"execution_count": 265,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.plot(c)\n",
"plt.plot(c * bleach_fun(np.arange(len(curve)), -.03))\n"
]
},
{
"cell_type": "code",
"execution_count": 185,
"metadata": {},
"outputs": [],
"source": [
"def plot_decay(label, intensities=intensities, dye='GFP', min_intensity=10, plot=False):\n",
" intensitites = intensities.copy()\n",
" curve = intensities.query(f'label == {label}')[intensities.dye == dye]\n",
" decay = curve[curve.mean_intensity.argmax():]\n",
" peak = decay.mean_intensity.values.max()\n",
" if peak < min_intensity:\n",
" return\n",
" else:\n",
" decay['normalized_intensity'] = decay.mean_intensity / peak\n",
" if plot:\n",
" decay.plot(x='time', y='mean_intensity')\n",
" decay.plot(x='time', y='normalized_intensity')\n",
" return decay"
]
},
{
"cell_type": "code",
"execution_count": 186,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"<ipython-input-185-2d3e970450fc>:3: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n",
" curve = intensities.query(f'label == {label}')[intensities.dye == dye]\n",
"<ipython-input-185-2d3e970450fc>:9: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
" decay['normalized_intensity'] = decay.mean_intensity / peak\n"
]
}
],
"source": [
"decays_list = list(filter(lambda x: x is not None, list(map(plot_decay, intensities.label.unique()[:]))))"
]
},
{
"cell_type": "code",
"execution_count": 187,
"metadata": {},
"outputs": [],
"source": [
"decays_df = pd.concat(decays_list)"
]
},
{
"cell_type": "code",
"execution_count": 188,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"[plt.plot('time', 'normalized_intensity', data = df) for df in decays_list[:50]]\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 189,
"metadata": {},
"outputs": [],
"source": [
"def bleach_fun(x, rate):\n",
" return np.exp(- x * rate)"
]
},
{
"cell_type": "code",
"execution_count": 190,
"metadata": {},
"outputs": [],
"source": [
"def err_fun(rate, df_list = decays_list):\n",
" errs = np.mean(list(map(lambda df: np.mean((df.normalized_intensity.values - bleach_fun(np.arange(len(df)), rate)) ** 2), df_list)))\n",
" return errs"
]
},
{
"cell_type": "code",
"execution_count": 191,
"metadata": {},
"outputs": [],
"source": [
"from scipy.optimize import minimize\n",
"\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 192,
"metadata": {},
"outputs": [],
"source": [
"res = minimize(err_fun, (-1.,))"
]
},
{
"cell_type": "code",
"execution_count": 193,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([0.02999389])"
]
},
"execution_count": 193,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"res.x"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.3"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
%% Cell type:code id: tags:
```
python
import
numpy
as
np
import
pandas
as
pd
import
matplotlib.pyplot
as
plt
```
%% Cell type:code id: tags:
```
python
intensities
=
pd
.
read_csv
(
'
/home/aaristov/Multicell/SGR/20200807-CIPRO-7ngml-rep1/intensities.csv
'
)
```
%% Cell type:code id: tags:
```
python
intensities
=
pd
.
read_csv
(
'
/home/aaristov/Multicell/SGR/20200811-CIPRO-7ngml-rep2/intensities.csv
'
)
```
%% Cell type:code id: tags:
```
python
curve
=
intensities
.
query
(
'
label == 42
'
)[
intensities
.
dye
==
'
GFP
'
]
```
%% Output
<ipython-input-284-c23a68d30c38>:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.
curve = intensities.query('label == 42')[intensities.dye == 'GFP']
%% Cell type:code id: tags:
```
python
plt
.
semilogy
(
c
:
=
curve
.
mean_intensity
.
values
-
curve
.
mean_intensity
.
values
.
min
())
plt
.
semilogy
(
c
*
bleach_fun
(
np
.
arange
(
len
(
curve
)),
-
.
03
))
```
%% Output
[<matplotlib.lines.Line2D at 0x7f08da2275b0>]
%% Cell type:code id: tags:
```
python
plt
.
plot
(
c
)
plt
.
plot
(
c
*
bleach_fun
(
np
.
arange
(
len
(
curve
)),
-
.
03
))
```
%% Output
[<matplotlib.lines.Line2D at 0x7f08dd6558e0>]
%% Cell type:code id: tags:
```
python
def
plot_decay
(
label
,
intensities
=
intensities
,
dye
=
'
GFP
'
,
min_intensity
=
10
,
plot
=
False
):
intensitites
=
intensities
.
copy
()
curve
=
intensities
.
query
(
f
'
label ==
{
label
}
'
)[
intensities
.
dye
==
dye
]
decay
=
curve
[
curve
.
mean_intensity
.
argmax
():]
peak
=
decay
.
mean_intensity
.
values
.
max
()
if
peak
<
min_intensity
:
return
else
:
decay
[
'
normalized_intensity
'
]
=
decay
.
mean_intensity
/
peak
if
plot
:
decay
.
plot
(
x
=
'
time
'
,
y
=
'
mean_intensity
'
)
decay
.
plot
(
x
=
'
time
'
,
y
=
'
normalized_intensity
'
)
return
decay
```
%% Cell type:code id: tags:
```
python
decays_list
=
list
(
filter
(
lambda
x
:
x
is
not
None
,
list
(
map
(
plot_decay
,
intensities
.
label
.
unique
()[:]))))
```
%% Output
<ipython-input-185-2d3e970450fc>:3: UserWarning: Boolean Series key will be reindexed to match DataFrame index.
curve = intensities.query(f'label == {label}')[intensities.dye == dye]
<ipython-input-185-2d3e970450fc>:9: SettingWithCopyWarning:
A value is trying to be set on a copy of a slice from a DataFrame.
Try using .loc[row_indexer,col_indexer] = value instead
See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy
decay['normalized_intensity'] = decay.mean_intensity / peak
%% Cell type:code id: tags:
```
python
decays_df
=
pd
.
concat
(
decays_list
)
```
%% Cell type:code id: tags:
```
python
[
plt
.
plot
(
'
time
'
,
'
normalized_intensity
'
,
data
=
df
)
for
df
in
decays_list
[:
50
]]
plt
.
show
()
```
%% Output
%% Cell type:code id: tags:
```
python
def
bleach_fun
(
x
,
rate
):
return
np
.
exp
(
-
x
*
rate
)
```
%% Cell type:code id: tags:
```
python
def
err_fun
(
rate
,
df_list
=
decays_list
):
errs
=
np
.
mean
(
list
(
map
(
lambda
df
:
np
.
mean
((
df
.
normalized_intensity
.
values
-
bleach_fun
(
np
.
arange
(
len
(
df
)),
rate
))
**
2
),
df_list
)))
return
errs
```
%% Cell type:code id: tags:
```
python
from
scipy.optimize
import
minimize
```
%% Cell type:code id: tags:
```
python
res
=
minimize
(
err_fun
,
(
-
1.
,))
```
%% Cell type:code id: tags:
```
python
res
.
x
```
%% Output
array([0.02999389])
%% Cell type:code id: tags:
```
python
```
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