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Using	Deep	Learning	and	TensorFlow
to	classify	Time	Series
Andreas	Pawlik
Data	Scientist	at	NorCom IT	AG	(Munich)
PhD	in	astrophysics	(galaxy	formation	simulations)	
TensorFlow Meetup,	July	20,	2016,	Munich
Data	Scientists
Developers
jobs@norcom.de
Outline
• Time	Series	Classification	&	Use	Case
• Deep	Learning
• Why	Tensorflow
• Deep	Learning	for	Time	Series:	Paper	Review
• Application	to	Use	Case
• Summary
Classification	for	Time	Series
• Time	Series:	Sequence	of	Events
• Examples:
– Light	Curves	in	Astrophysics
– Skull	(blood	cell,	butterfly,	…)	Shapes
– Electrocardiograms	in	Medicine
– Protein	Sequences	in	Genetics
– Intruder	Activity	Logs	in	IT	Security
– Sensor	data	in	Industry	
– …
• Use	cases:	Indexing,	anomaly	detection,	…
Keogh	et	al	(2006),	
http://www.cs.ucr.edu/~eamonn/shape/shape.htm
Automotive	example:	oscillations	in	the	engine	
speed	during	gear	shifts	(“Schaltruckler”)
• Problem:	gear	shifts	are	
sometimes	followed	by		
bucking
• Goal:	root	cause	analysis
• Challenge:	Tbs of	data,	
buckings are	rare
• Approach:
– Use	Big	Data	Technology	
(Hadoop,	Spark)	to	extract	
individual	gear	shift	events
– Use	Machine	Learning	to	
classify	the	engine	speed	
patterns	during	these	
events
artificial	toy	data,	
not	to	scale
Conventional	classification	techniques
(for	a	review	see,	e.g.,	Bagnall et	al.,	arXiv:1602.01711)
• Distance	based
– kNN search	+	majority	vote
– Euclidean	Distance,	
Dynamic	Time	Warping
– Often	difficult	to	beat	in	
accuracy
– Computationally	expensive
• Feature	based
– Machine	Learning	(logistic	
regression,	SVM,	…)
– Usually	less	expensive
– Accuracy	depends	on	
quality	of	features	
(distributional	properties,	
spectral	coefficients,	…)
– Features	are	handcrafted
Deep	Learning:	
Feature	Learning not	Engineering
(e.g.,	Schmidhuber,	arXiv:1404.7828;	Goodfellow et	al.,	www.deeplearningbook.org)
• Extremely	successfully	applied	in	
Speech	Recognition,	Natural	
Language	Processing,	Image	
Classification
• Prototype	Architecture:	
Multilayer	Perceptron	(fully	
connected)
• Nonlinearities,	for	complexity
• Deep	=	many	hidden	layers,	for	
abstraction
Input
Output
Hidden
• CNNs	very	successfully	applied	to	image	classification,	
beating	classical	feature	based	methods	in	accuracy
• Biologically	inspired	variant	of	Multilayer	Perceptrons
(animal	visual	cortex,	Hubel	&	Wiesel	1968)
• Building	blocks:
– Local	convolution
– Shared	weights
– Subsampling
Convolutional	neural	nets	(CNNs)
Image	credit:	http://deeplearning.net/tutorial/lenet.html
Convolutional	neural	nets
Feature	learning Classification
Image	credit:	http://deeplearning.net/tutorial/lenet.html
Why	TensorFlow
“In short, Theano invented the genre. It's the Ford
motors of compiling code for deep learning. But
TensorFlow appears well on its way to emerging as
the Tesla motors of the genre.”
-- Zachary Chase Lipton, UCSD
(http://www.kdnuggets.com/2015/12/tensor-flow-terrific-deep-learning-library.html)
• Python	
prototyping
• Distributed	
learning	using	
multiple	devices
• Google	(where	
things	move	fast)
• Similar	to	Theano
(yes,	it’s	a	plus)
Deep	Learning	for	Time	Series
• Like	images,	time	series	are	often	multiscale	and	locally	correlated,	and	the	
location	of	characteristic	patterns	is	not	fixed
– This	suggest	the	use	of	convolutional	neural	nets
• How	do	we	feed	in	the	time	series?
– as	image:	is	there	an	appropriate	representation?
(Wang	&	Oates,	arXiv:1506.00327)
– raw:	do	we	need	to	adapt	feature	learning?
(Cui,	Chen,	&	Chen,	arXiv:1603.06995;	see also Zheng et	al.,	
http://staff.ustc.edu.cn/~cheneh/paper_pdf/2014/Yi-Zheng-WAIM2014.pdf)
Image	credit:	http://deeplearning.net/tutorial/lenet.html
Imaging	Time-Series	to	Improve	Classification	
Wang	&	Oates,	arXiv:1506.00327
• GAF	is	bijective
• GAF	preserves	
temporal	
dependencies
Multi-Scale	Convolutional	Neural	Networks	for	
Time	Series	Classification
Cui et	al.,	arXiv:1603.06995
Code	at	http://www.cse.wustl.edu/~z.cui/projects/mcnn/
Both	works	report	excellent	performance	
competitive	with	or	better	than	other	methods
Wang	&	Oates,	
arXiv:1506.00327
Cui et	al.,	
arXiv:1603.06995
Application	to	bucking	problem:	
Artificial	Data	Set
• Class	1	(Normal):	Logistic	
Function	(random	steepness)	
+	Gaussian	random	noise	
(#time	stamps:	100)
• Class	2:	wavelet	of	random	
width	and	height,	added	at	
random	location
(#time	stamps:	100)
Classification	Error	Rates
(preliminary	test	results,	no	claim	of	correctness,	use	at	your	own	risk)
Training	
Size
100 1000 10000
kNN+DTW 17% 8 -
(too expensive)
Raw	+	
Log.	Regr.
39 27 25
Wavelet	+	
Log.	Regr.
11 2 1
GADF	+	
CNN
25 7 3
Raw	+	
MCNN
2 0 0 *I	could	not	get	it	to	work	on	time	series	of	
length	100.	Therefore,	for	this	test,	I	used	
length	of	200.
*For	this	test,	I	used	time	series	of	length	
28	to	run	with	the	standard	parameters	for	
the	Theano/LeNet CNN.
Summary
• Time	Series	Classification	is	a	standard	data	
science	problem,	yet	it	remains	a	challenge
• Conventional	approaches	are	computational	
expensive	(distance	based),	or	their	accuracy	
depends	strongly	on	the	quality	of	the	user	input	
(feature	engineering)
• Deep	Convolutional	Nets	are	a	promising	
alternative	that	do	not	require	to	handcraft	
features	yet	may	reach	very	high	accuracy	while	
being	computationally	efficient

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