mobile phones & social networks Jari Saramki Dept. of - - PowerPoint PPT Presentation

mobile phones social networks
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mobile phones & social networks Jari Saramki Dept. of - - PowerPoint PPT Presentation

mobile phones & social networks Jari Saramki Dept. of Biomedical Engineering & Computational Science Aalto University Finland EIB Seminar, Feb 11, 2014, Luxembourg Why Study Social Networks? 1 The basic need to form &


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SLIDE 1

mobile phones & social networks

Jari Saramäki

  • Dept. of Biomedical Engineering & Computational Science

Aalto University Finland

EIB Seminar, Feb 11, 2014, Luxembourg

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SLIDE 2
  • The basic need to form & maintain social relationships

has been the largest technological driver for a few decades!

  • Still new technologies take everyone by surprise

(including their providers!)

Why Study Social Networks?

1988 1995 2004

1

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SLIDE 3

Big Data & Computational Social Science

  • Massive electronic records:
  • Mobile operators: calls, text messages, WiFi, ...
  • Online social networks: Facebook, Twitter, ...
  • Online purchasing and browsing histories
  • Allow studies of human behaviour
  • n an unprecedented scale
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SLIDE 4

From Calls to Network Analysis

δ = 0 δ = 0.1 δ = 0.5 δ = 1

apply mathematical & computational tools to understand network structure, its evolution, and its effects on dynamical processes

  • n networks
B C 1.,2. 1. 2. 2. 1. 1. 2. 1. 2. 2. 1. repeated contact returned contact causal chain non-causal chain
  • ut-star
in-star t=1 t=3 t=4 t=8 d a b c t=1 t=3 t=4 a b c 1. 2. 3. t=1, t=2, t=7 b a t=1, t=2 b a 1., 2. event sequence temporal subgraph (t=3) temporal motif

call detail records

  • perator’s billing system

anonymized network data

network: people linked if they have called

  • ne another

call network analysis modelling pattern detection

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SLIDE 5
  • inhomogeneity: different social habits
  • homophily: similar people like to connect
  • assortativity: highly connected people like

to connect

  • group structure: circles of friendship
  • limited personal network size:

time and cognitive constraints

Features of human social networks

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SLIDE 6

This talk

Why Study Social Networks?

1

Weak Ties, Strong Ties

2

Persistent Social Habits

3

Patterns of Conversation

4

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SLIDE 7

Weak Ties, Strong Ties

2

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SLIDE 8

The weak ties hypothesis

5 min 8 min 7 min 20 min

1) 2) 3)

  • The weak ties hypothesis (Granovetter 1973):

The relative overlap of two individual’s friendship networks varies directly with the strength of their tie to one another.

  • We used anonymized call records to investigate

this

  • Call data for 7 million people over 18 weeks
  • network:
  • nodes = people,
  • two people linked if mutual calls,
  • tie strength = total duration of calls
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SLIDE 9
  • Define the overlap Oij of

a link as the fraction of common friends

  • Calculate average overlap

as a function of tie strength

  • Increasing tendency
  • bserved
  • hypothesis verified

Verification of the Weak Tie Hypothesis

Onnela, Saramäki, et al.,

  • Proc. Natl. Acad. Sci. (USA) 104, 7332 (2007),

New Journal of Physics 9, 179 (2007)

tie strength = duration of calls tie strength = number of calls

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SLIDE 10

Weak ties are crucial for connectivity!

small network sample 80% of strongest links removed 80% of weakest links removed

diluted fragmented

Onnela, Saramäki, et al.,

  • Proc. Natl. Acad. Sci. (USA) 104, 7332 (2007),

New Journal of Physics 9, 179 (2007)

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SLIDE 11

Weak ties act as bottlenecks for information diffusion

Onnela, Saramäki, et al.,

  • Proc. Natl. Acad. Sci. (USA) 104, 7332 (2007),

New Journal of Physics 9, 179 (2007)

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SLIDE 12

Persistent Social Habits

3

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SLIDE 13

Limits to numbers of relationships

time: we only have so much of it! brain power: the same applies!

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SLIDE 14

Networks in flux

  • Data on 24 volunteer students
  • Students finished high school &

went to university

  • All outgoing calls for 18 months
  • Three social surveys
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SLIDE 15

105 57 56 35 13 8 6 4 3 2

ego A B C D E F G

H

I J

a)

rank

2 4 6 8 10 10−3 10−2 10−1 100

A B C D E F G H I J

fraction of calls b)

1) count calls to everyone in a 6-month interval 2) rank everyone, see what % of calls goes to #1, what % to #2, etc

Social signatures

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SLIDE 16

very large numbers of calls concentrated at top ranks top 3: males 40% of calls females 48% of calls signatures do not change

  • ver time

Average signatures

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SLIDE 17

2 10 15 5 g u A

  • r

a M : I 10-3 10-2 10-1 100 fraction ) a

1

2 10 15 5 b e F

  • p

e S : I 10-3 10-2 10-1 100 ) b

2

2 10 15 5 g u A

  • r

a M : I alter I alter I alter I kin 10-3 10-2 10-1 100 ) c

3 1 2 3

  • Communication mainly with a small

number of others

  • Very persistent pattern, even when

friends are replaced by newcomers

  • Individual-level persistence:

“If you like to have two best friends, this never changes, irrespectively of who those friends are”

One in, one out

average for all 24 students

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SLIDE 18

Patterns of Conversation

4

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SLIDE 19

Call & text message sequences

call sms

green lines = social ties

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SLIDE 20

Burstiness: universal feature of human dynamics

all calls by one person calls to each friend

time

Karsai et al, Phys. Rev. E 83, 025102(R) (2011)

correlated call sequences

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SLIDE 21

temporal motifs

  • We want to detect temporal patterns, where links

activate within short time periods

  • Patterns should be grouped into equivalence classes (motifs)

based on the order of events (calls in this case)

  • Study pattern frequency vs properties of involved nodes

B C

1.,2. 1. 2. 2. 1. 1. 2. 1. 2. 2. 1.

repeated contact returned contact causal chain non-causal chain

  • ut-star

in-star t=1 t=3 t=4 t=8

d a b c

t=1 t=3 t=4

a b c

1. 2. 3. t=1, t=2, t=7

b a

t=1, t=2

b a

1., 2.

event sequence temporal subgraph (t=3) temporal motif

Kovanen, Kaski, Kertész, Saramäki, PNAS 2013

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SLIDE 22

temporal motifs in call sequences

  • there is temporal homophily:

patterns where participants are similar (age, gender) are

  • verexpressed

Kovanen, Kaski, Kertész, Saramäki, PNAS 2013

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SLIDE 23

temporal motifs in call sequences

  • there is temporal homophily:

patterns where participants are similar (age, gender) are

  • verexpressed
  • there are gender differences:

females: chains & stars males: “ping-pong”

2 . 1 . 1 . 2 . 1 . 2 . 2 . 1 .

causal chain non-causal chain

  • ut-star

in-star

  • 1.,2.

1. 2.

repeated contact returned contact

  • Kovanen, Kaski, Kertész, Saramäki, PNAS 2013
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SLIDE 24

temporal motifs in call sequences

  • there is temporal homophily:

patterns where participants are similar (age, gender) are

  • verexpressed
  • there are gender differences:

females: chains & stars males: “ping-pong”

  • there are group talk patterns:

chains & stars within social groups

2 . 1 . 1 . 2 . 1 . 2 . 2 . 1 .

causal chain non-causal chain

  • ut-star

in-star

  • 1.,2.

1. 2.

repeated contact returned contact

  • Kovanen, Kaski, Kertész, Saramäki, PNAS 2013
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SLIDE 25
  • We have a small number of

close relationships and many “weak links”

  • Those weak links are important!
  • Our closest friends (who

resemble us!) are typically also friends

  • Much of our communication is

with closest friends & family

  • nly
  • Our social patterns

change only slowly, if at all

Summary

5

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SLIDE 26
  • Call records provide information that cannot be
  • btained with traditional methods (e.g. surveys)
  • This allows statistical detection of behavioral

patterns

  • Also a lot of commercial interest:

“data scientist” is one of the hottest professions currently

Summary

5