Commit 5fbdc4c1 authored by Simon van Hemert's avatar Simon van Hemert Committed by renku 0.12.0
Browse files

renku init --force

parent 82b91540
# renku: v1.dev20180723
variables:
GIT_STRATEGY: fetch
GIT_SSL_NO_VERIFY: "true"
......@@ -11,7 +13,9 @@ image_build:
image: docker:stable
before_script:
- docker login -u gitlab-ci-token -p $CI_JOB_TOKEN http://$CI_REGISTRY
script: |
CI_COMMIT_SHA_7=$(echo $CI_COMMIT_SHA | cut -c1-7)
docker build --tag $CI_REGISTRY_IMAGE:$CI_COMMIT_SHA_7 .
docker push $CI_REGISTRY_IMAGE:$CI_COMMIT_SHA_7
\ No newline at end of file
script:
- CI_COMMIT_SHA_7=$(echo $CI_COMMIT_SHA | cut -c1-7)
- docker build --tag $CI_REGISTRY_IMAGE:$CI_COMMIT_SHA_7 .
- docker push $CI_REGISTRY_IMAGE:$CI_COMMIT_SHA_7
tags:
- image-build
\ No newline at end of file
......@@ -19,12 +19,10 @@ http://schema.org/schemaVersion: '8'
https://swissdatasciencecenter.github.io/renku-ontology#automatedTemplateUpdate: false
https://swissdatasciencecenter.github.io/renku-ontology#immutableTemplateFiles: []
https://swissdatasciencecenter.github.io/renku-ontology#templateId: python-minimal
https://swissdatasciencecenter.github.io/renku-ontology#templateMetadata: '{"__template_source__":
"https://github.com/SwissDataScienceCenter/renku-project-template", "__template_ref__":
"0.1.13", "__template_id__": "python-minimal", "__namespace__": "simon.vanhemert",
"__automated_update__": true, "__repository__": "https://renkulab.io/gitlab", "__sanitized_project_name__":
"hslu-deep-learning", "__project_slug__": "simon.vanhemert/hslu-deep-learning",
"description": "", "name": "HSLU deep Learning"}'
https://swissdatasciencecenter.github.io/renku-ontology#templateReference: 0.1.13
https://swissdatasciencecenter.github.io/renku-ontology#templateSource: https://github.com/SwissDataScienceCenter/renku-project-template
https://swissdatasciencecenter.github.io/renku-ontology#templateVersion: null
https://swissdatasciencecenter.github.io/renku-ontology#templateMetadata: '{"description":
"Deep learning project at Renkulab", "__template_source__": "renku", "__template_ref__":
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"", "__repository__": "", "__project_slug__": "", "name": "hslu-deep-learning"}'
https://swissdatasciencecenter.github.io/renku-ontology#templateReference: master
https://swissdatasciencecenter.github.io/renku-ontology#templateSource: renku
https://swissdatasciencecenter.github.io/renku-ontology#templateVersion: 0.12.0
[renku "interactive"]
default_url = /lab
[renku]
lfs_threshold = 3mb
default_url = /lab
\ No newline at end of file
{".renkulfsignore": "25702085882005ad576e6e51259eba461306b6b4be069361d54f3926d941ecfb", ".gitignore": "d890ab1ae56fa2761ba26961529e8e010fbf0e607a0fbe5364d34eeba38beab0", "requirements.txt": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", ".dockerignore": "46625726a43957a07c38550b006dd352ef85af18f7b984a1a87284001d03713a", "README.md": "da03529d4172b0054eaa7065129f3b97574ffa8f2085973f5d634ba5300e2247", "Dockerfile": "24550d7598c2cb8038c294c7ef2b2cae827457abf92d58121d8d168a03a4e0a7", "environment.yml": "f91b4d74abed097afebcfa125fd3de20614384a6555d864e4ac304fee375b27e", ".gitlab-ci.yml": "309bfbc0e2851600908f0fc430e8a41345146dca2b98eb0908f21cc1796db8ce", ".renku/renku.ini": "187a51794112821730b021723717f6680a277cc25fa07838b2e2c541a619b0a1", "data/.gitkeep": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", "notebooks/.gitkeep": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855"}
\ No newline at end of file
{"README.md": "4db2493809b0c67da4d85e00765901a5d99c8663c7dcee44e6794b700993fddb", ".gitlab-ci.yml": "7dc37e92ee3349316d423e293da71538bae50bb386379515aba59cae84955f06", ".gitignore": "d890ab1ae56fa2761ba26961529e8e010fbf0e607a0fbe5364d34eeba38beab0", ".renkulfsignore": "25702085882005ad576e6e51259eba461306b6b4be069361d54f3926d941ecfb", ".dockerignore": "46625726a43957a07c38550b006dd352ef85af18f7b984a1a87284001d03713a", "requirements.txt": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", "environment.yml": "f91b4d74abed097afebcfa125fd3de20614384a6555d864e4ac304fee375b27e", "Dockerfile": "093414748a7a7c3bdd2b7277220df677ccf6deeb212de61f9f1c61c6a2b893d4", ".renku/renku.ini": "187a51794112821730b021723717f6680a277cc25fa07838b2e2c541a619b0a1", ".renku/metadata.yml": "380aa633a150dc4df38537167986979a79e74c19ff3e074c950e1f4d8efca4b0", "data/.gitkeep": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", "notebooks/.gitkeep": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855"}
\ No newline at end of file
# For finding latest versions of the base image see
# https://github.com/SwissDataScienceCenter/renkulab-docker
ARG RENKU_BASE_IMAGE=renku/renkulab-py:3.7-0.7.2
FROM ${RENKU_BASE_IMAGE}
FROM renku/renkulab-py:3.7-renku0.10.4-0.6.3
# see https://github.com/SwissDataScienceCenter/renkulab-docker
# to swap this image for the latest version available
# Uncomment and adapt if code is to be included in the image
# COPY src /code/src
......@@ -22,19 +21,4 @@ COPY requirements.txt environment.yml /tmp/
RUN conda env update -q -f /tmp/environment.yml && \
/opt/conda/bin/pip install -r /tmp/requirements.txt && \
conda clean -y --all && \
conda env export -n "root"
# RENKU_VERSION determines the version of the renku CLI
# that will be used in this image. To find the latest version,
# visit https://pypi.org/project/renku/#history.
ARG RENKU_VERSION=0.12.0
########################################################
# Do not edit this section and do not add anything below
RUN if [ -n "$RENKU_VERSION" ] ; then \
pipx uninstall renku && \
pipx install --force renku==${RENKU_VERSION} \
; fi
########################################################
\ No newline at end of file
conda env export -n "root"
\ No newline at end of file
# HSLU deep Learning
# hslu-deep-learning
Deep learning project at Renkulab
## Introduction
......
%% Cell type:markdown id: tags:
# 1. Importing and Visualization of CIFAR-10 Dataset
%% Cell type:code id: tags:
``` python
import numpy as np
from tensorflow.keras.datasets import cifar10
(X_train, y_train), (X_test, y_test) = cifar10.load_data()
```
%% Cell type:markdown id: tags:
### REMARK:
If you have the data set downloaded on your own drive, you could unpack and inspect using the following cells.
If you are running on Renkulab, you can skip to the next header
%% Cell type:code id: tags:
``` python
# function to import CIFAR-10 data set
def unpickle(file):
import pickle
with open(file, 'rb') as fo:
dict = pickle.load(fo, encoding='bytes')
return dict
data_batch_1 = unpickle("./Daten/data_batch_1")
data_batch_2 = unpickle("./Daten/data_batch_2")
data_batch_3 = unpickle("./Daten/data_batch_3")
data_batch_4 = unpickle("./Daten/data_batch_4")
data_batch_5 = unpickle("./Daten/data_batch_5")
test_batch = unpickle("./Daten/test_batch")
```
%%%% Output: error
---------------------------------------------------------------------------
FileNotFoundError Traceback (most recent call last)
<ipython-input-1-d20dcc958bb0> in <module>
7 dict = pickle.load(fo, encoding='bytes')
8 return dict
----> 9 data_batch_1 = unpickle("./Daten/data_batch_1")
10 data_batch_2 = unpickle("./Daten/data_batch_2")
11 data_batch_3 = unpickle("./Daten/data_batch_3")
<ipython-input-1-d20dcc958bb0> in unpickle(file)
4 def unpickle(file):
5 import pickle
----> 6 with open(file, 'rb') as fo:
7 dict = pickle.load(fo, encoding='bytes')
8 return dict
<ipython-input-2-e287de61b2d8> in <module>
5 dict = pickle.load(fo, encoding='bytes')
6 return dict
----> 7 data_batch_1 = unpickle("./Daten/data_batch_1")
8 data_batch_2 = unpickle("./Daten/data_batch_2")
9 data_batch_3 = unpickle("./Daten/data_batch_3")
<ipython-input-2-e287de61b2d8> in unpickle(file)
2 def unpickle(file):
3 import pickle
----> 4 with open(file, 'rb') as fo:
5 dict = pickle.load(fo, encoding='bytes')
6 return dict
FileNotFoundError: [Errno 2] No such file or directory: './Daten/data_batch_1'
%% Cell type:markdown id: tags:
What is the data structure of e.g. data_batch_1 ?
%% Cell type:code id: tags:
``` python
type(data_batch_1)
```
%%%% Output: execute_result
dict
%% Cell type:markdown id: tags:
What are the keys of e.g. data_batch_1 ?
%% Cell type:code id: tags:
``` python
data_batch_1.keys()
```
%%%% Output: execute_result
dict_keys([b'batch_label', b'labels', b'data', b'filenames'])
%% Cell type:markdown id: tags:
What is the data structure of data_batch_1[b'data'] ?
%% Cell type:code id: tags:
``` python
type(data_batch_1[b'data'])
```
%%%% Output: execute_result
numpy.ndarray
%% Cell type:markdown id: tags:
What is the data structure of data_batch_1[b'labels'] ?
%% Cell type:code id: tags:
``` python
type(data_batch_1[b'labels'])
```
%%%% Output: execute_result
list
%% Cell type:markdown id: tags:
What is the shape of data_batch_1[b'data'] ?
%% Cell type:code id: tags:
``` python
data_batch_1[b'data'].shape
```
%%%% Output: execute_result
(10000, 3072)
%% Cell type:markdown id: tags:
What is the size of data_batch_1[b'labels'] ?
%% Cell type:code id: tags:
``` python
len(data_batch_1[b'labels'])
```
%%%% Output: execute_result
10000
%% Cell type:markdown id: tags:
What are the first 10 elements of data_batch_1[b'labels'] ?
%% Cell type:code id: tags:
``` python
data_batch_1[b'labels'][:10]
```
%%%% Output: execute_result
[6, 9, 9, 4, 1, 1, 2, 7, 8, 3]
%% Cell type:markdown id: tags:
What is the data type of data_batch_1[b'data'] ?
%% Cell type:code id: tags:
``` python
data_batch_1[b'data'].dtype
```
%%%% Output: execute_result
dtype('uint8')
%% Cell type:markdown id: tags:
Let us concatenate the batch training data
%% Cell type:code id: tags:
``` python
X_train=np.concatenate([data_batch_1[b'data'],
data_batch_2[b'data'],
data_batch_3[b'data'],
data_batch_4[b'data'],
data_batch_5[b'data']],
axis = 0)
```
%% Cell type:markdown id: tags:
Let us concatenate the training labels
%% Cell type:code id: tags:
``` python
y_train=np.concatenate([data_batch_1[b'labels'] ,
data_batch_2[b'labels'],
data_batch_3[b'labels'],
data_batch_4[b'labels'],
data_batch_5[b'labels']],
axis = 0)
```
%%%% Output: error
---------------------------------------------------------------------------
NameError Traceback (most recent call last)
<ipython-input-5-0db84ead4b15> in <module>
----> 1 y_train=np.concatenate([data_batch_1[b'labels'] ,
2 data_batch_2[b'labels'],
3 data_batch_3[b'labels'],
4 data_batch_4[b'labels'],
5 data_batch_5[b'labels']],
NameError: name 'data_batch_1' is not defined
%% Cell type:markdown id: tags:
Let us define the test data as X_test
%% Cell type:code id: tags:
``` python
X_test = test_batch[b'data']
X_test.shape
```
%%%% Output: error
---------------------------------------------------------------------------
NameError Traceback (most recent call last)
<ipython-input-8-95e1076f079d> in <module>
----> 1 X_test=test_batch[b'data']
2 X_test.shape
NameError: name 'test_batch' is not defined
%% Cell type:markdown id: tags:
Let us cast the test labels as ndarray
%% Cell type:code id: tags:
``` python
y_test=np.array(test_batch[b'labels'])
y_test.shape
```
%%%% Output: execute_result
(10000,)
%% Cell type:markdown id: tags:
# Continue from here in Renkulab
%% Cell type:markdown id: tags:
What is the shape of X_train ?
%% Cell type:code id: tags:
``` python
X_train.shape
```
%%%% Output: execute_result
(50000, 32, 32, 3)
%% Cell type:markdown id: tags:
What is the shape of Y_train ?
%% Cell type:code id: tags:
``` python
y_train.shape
```
%%%% Output: execute_result
(50000, 1)
%% Cell type:markdown id: tags:
Let us visualize an image.
By default, NumPy arrays are created in row major order.
Spatially this means, that if we have a two-dimensional
array of data, the items in each row of the array are stored
in adjacent memory locations. In the case of a three-dimensional
array of data, the items along `axis=2` are stored in adjacent order.
Since the first $32$ entries of the array $X\_train[0]$ are the
red channel values of the first row of the image, etc., we need to
pass the tuple $(3,32,32)$ to reshape.
By default, NumPy arrays are created in row major order, that is, when
reshaping the array, higher order dimensions are traversed first
(e.g. `axis=2` before advancing on `axis=1`.)
`plt.imshow` needs for each inner list the values representing
a pixel. Here, with an RGB image, there are 3 values. We thus
need to transpose the array : the RGB values need to be located
along `axis=2`.
%% Cell type:code id: tags:
``` python
%matplotlib inline
import matplotlib.pyplot as plt
# plt.imshow(X_train[20].reshape((3,32,32)).transpose((1,2,0)).astype('uint8'))
plt.imshow(X_train[20])
plt.show()
```
%%%% Output: display_data
![](data:image/png;base64,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)
%% Cell type:markdown id: tags:
We visualize some examples from the dataset.
We show a few examples of training images from each class.
%% Cell type:code id: tags:
``` python
%matplotlib inline
classes = ['plane', 'car', 'bird', 'cat', 'deer', 'dog', 'frog', 'horse', 'ship', 'truck']
num_classes = len(classes)
samples_per_class = 7
for y, cls in enumerate(classes):
idxs = np.flatnonzero(y_train == y)
idxs = np.random.choice(idxs, samples_per_class, replace=False)
for i, idx in enumerate(idxs):
plt_idx = i * num_classes + y + 1
plt.subplot(samples_per_class, num_classes, plt_idx)
plt.imshow(X_train[idx])
plt.axis('off')
if i == 0:
plt.title(cls)
plt.show()
```
%%%% Output: display_data
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)
%% Cell type:markdown id: tags:
# 2. K-Nearest-Neighbour Classifier
%% Cell type:markdown id: tags:
We subsample the data for more efficient code execution in this exercise.
%% Cell type:code id: tags:
``` python
num_training = 5000
mask = range(num_training)
X_train = X_train[mask]
y_train = y_train[mask]
num_test = 500
mask = range(num_test)
X_test = X_test[mask]
y_test = y_test[mask]
```
%% Cell type:markdown id: tags:
We define Class KNearestNeighbor.
%% Cell type:code id: tags: