Behavior in Social Networks: Information Cascades
Summary
TLDRThis lecture delves into the concept of information cascades, exploring when it's rational to follow the crowd's decisions despite personal information. It highlights the 'wisdom of the crowd' and the impact of social influence on decision-making, where individual choices can be swayed by others' actions, leading to cascades that may not always reflect rational thought. The discussion also touches on the potential manipulation of public opinion through viral content and the importance of recognizing these influences in our increasingly interconnected world.
Takeaways
- π The lecture emphasizes the importance of understanding when it makes sense to conform to the crowd's decisions, highlighting the concept of the 'wisdom of the crowd'.
- π€ It discusses the rational decision-making process, including the use of Bayes' rule, to determine when an information cascade occurs, even in a purely rational environment.
- π The script mentions that an information cascade can begin when the difference between the number of acceptances and rejections reaches two, indicating a shift in decision-making dynamics.
- π§ The importance of signal reliability is underscored, as it influences the decision-making process, especially when one's own information is uncertain.
- π The concept of a 'prior probability' is introduced, representing initial uncertainty and expectations about an outcome, such as the quality of a new restaurant.
- π½οΈ An example is given about evaluating a new restaurant based on the menu descriptions, illustrating how signals (like menu quality) can affect the perceived likelihood of the restaurant being good.
- π The script points out that people do not always make decisions rationally, and emotions and social influences play a significant role in decision-making, especially when personal information is unreliable.
- π It is noted that decision-makers exist within networks and may not receive all public signals, which can lead to 'filter bubbles' and isolated cascades within these clusters.
- πͺοΈ The potential for information cascades to be manipulated, such as through viral news or memes, is acknowledged, with examples of how this can influence public opinion.
- π¨ The script warns about the propagandist toolkit, which can be used to start or stop information cascades by attacking the reliability of public signals.
- π Finally, it is emphasized that information cascades are a significant aspect of social influence and decision-making, with real-world implications in areas like politics and public health.
Q & A
What is the main topic of the lecture?
-The main topic of the lecture is information cascades, particularly focusing on when it makes sense to go along with the crowd and the factors that cause or prevent such cascades.
What is the 'wisdom of the crowd' concept mentioned in the lecture?
-The 'wisdom of the crowd' concept refers to the idea that the collective judgment of a group of people can be more accurate than that of an individual, especially when the judgments are independent.
How does the concept of 'Bayes rule' relate to the discussion of information cascades?
-Bayes rule is used to illustrate the idea of rational decision-making in the context of information cascades, showing how an individual might update their beliefs based on new information.
What is the significance of the prior probability in the lecture?
-The prior probability represents the initial belief or uncertainty about an event before new information is received. It interacts with the payoff to determine whether an individual should be indifferent to the new information.
What does the lecture suggest about the rationality of decision-making?
-The lecture suggests that even in a purely rational decision-making environment, information cascades can occur, indicating that people's decisions are not always rational and can be influenced by social factors.
What is the role of signals in the context of information cascades?
-Signals are pieces of information that individuals gather to make decisions. The reliability of these signals, represented by their conditional probability, can influence whether an individual decides to go along with the crowd.
How does the lecture describe the conditions for an information cascade to begin?
-The lecture describes that an information cascade begins when the difference between the number of acceptances and rejections reaches two, indicating a tipping point in decision-making.
What is the impact of emotions and social decision-making on information cascades?
-Emotions and social decision-making can lead to information cascades when individuals rely on others' decisions, especially when their own information is uncertain or not fully reliable.
How can public signals influence the opinions of a large number of people?
-Public signals, such as viral news or memes, can create a systematic leaning one way or another, influencing the opinions of many people through social influence.
What is the role of network effects in the context of the lecture?
-Network effects are mentioned as a benefit of going along with the crowd, where individuals gain a direct benefit from others doing the same thing, although the main focus is on information cascades.
How can clusters in a network, like filter bubbles, affect information cascades?
-Clusters in a network, such as filter bubbles on social media, can block information cascades from bridging across different groups, leading to isolated cascades within these clusters.
What is the propagandist toolkit mentioned in the lecture?
-The propagandist toolkit refers to strategies used to manipulate information cascades, such as starting or stopping them, by influencing the public signals that people rely on to make decisions.
Outlines
π Understanding Information Cascades and Rational Decision-Making
The lecture delves into the concept of information cascades, emphasizing the rational decision-making process behind going along with the crowd. It discusses the 'wisdom of the crowd' and the idea that independent judgments can lead to a more accurate consensus. The speaker explains the use of Bayes' rule in a rational environment to calculate the probability of an option being good based on a high signal, highlighting the importance of the prior probability and the conditional probability of signals. The lecture also touches on the emotional and social aspects of decision-making, where personal information can be influenced by others' signals, potentially leading to information cascades.
π Analyzing the Reliability of Signals in Decision-Making
This paragraph explores the reliability of signals in the decision-making process, using the example of evaluating a restaurant's menu to determine its quality. It explains how signals, such as menu descriptions, can provide a conditional probability that indicates the likelihood of the restaurant being good or bad. The speaker simplifies the scenario by assuming a 50-50 chance of the restaurant being good, which simplifies the calculation of the probability using Bayes' rule. The paragraph also discusses the irrational aspects of decision-making, where people do not always calculate probabilities but are influenced by emotions and social cues, which can lead to information cascades.
π The Impact of Social Influence and Network Effects on Decisions
The final paragraph examines the impact of social influence and network effects on decision-making, particularly in the context of information cascades. It discusses how public signals, such as online reviews or comments, can be manipulated to sway opinions on a large scale. The speaker also addresses the concept of filter bubbles and how they can create isolated cascades within clusters of the network. The paragraph concludes with a discussion on the potential for propagandists to start or stop information cascades, using the example of a viral video that was later revealed to have a different context, emphasizing the importance of understanding the dynamics of information cascades in decision-making.
Mindmap
Keywords
π‘Information Cascade
π‘Wisdom of the Crowd
π‘Rational Decision Making
π‘Bayes' Rule
π‘Signal
π‘Prior Probability
π‘Network Effects
π‘Filter Bubble
π‘Social Influence
π‘Public Signals
Highlights
The importance of understanding when to follow the crowd and the concept of 'hurting' in decision-making.
The potential benefits of going along with the crowd, such as gaining information from others when your own is uncertain.
The concept of 'wisdom of the crowd' and how independent judgments can lead to a more accurate average.
The role of Bayes' rule in rational decision-making and the occurrence of information cascades even in rational environments.
The impact of prior probability on decision-making, exemplified by the 50/50 chance of a new restaurant being good.
The significance of signals and their conditional probability in determining the reliability of gathered information.
The mathematical approach to decision-making using Bayes' rule and the calculation of the probability of an option being good.
The irrational nature of human decision-making and the contrast with the overly rational mathematical models.
The influence of emotions and social decision-making on individual choices, especially when personal information is uncertain.
The conditions that lead to the start of an information cascade and the mathematical representation of this phenomenon.
The impact of public signals and the potential for manipulation in social influence, such as in elections or viral news.
The role of network effects and filter bubbles in shaping individual decisions and the potential for isolated cascades.
The potential for propagandists to start or stop information cascades by manipulating public signals.
The real-world example of a viral video and the subsequent attack on the reliability of the information presented.
The importance of recognizing information cascades in politics and their impact on public opinion.
The conclusion of the chapter emphasizing the significance of understanding information cascades in various contexts.
Transcripts
all right this is gonna be the lecture
on chapter 16 for this lecture in
particular I really think the exercises
brought most of the points home so if
you've done the exercises and reviewed
those solutions you will hopefully have
an idea of sort of what causes what
prevents an information cascade here I
just want to provide some really like
the solid insights of what they're
really trying to do and just emphasizing
a few strong points that we need to get
keep in mind all right number one strong
point here the idea of hurting when does
it make sense to go along with the crowd
for the most part in the chapter it
talks about a lot of bad things and it
just at least briefly mentions the idea
of good things you can get from going
along with what other people are doing
we will talk in the next chapter about
network effects that is you get a direct
benefit of other people doing exactly
the same thing as you in this chapter
though it's about information so you can
get information from other people
because you feel that maybe your
information isn't quite up to par and
that then will aid you and so this is a
I want to emphasize more and more as we
go through this this is definitely
rational decision and we're trying to
sort of get an idea of why does it make
sense or not to go along with the crowd
alright so the main idea of going along
with the crowd is the idea of what they
call the wisdom of the crowd and so if
we're talking about you know if we're
looking at how many marbles are in a
bottle or how much this cow weighs then
you go and you talk to a thousand people
if the judgments are independent you
will get closer to the the average of
those judgments will be closer to the
actual amount because you have sort of a
triangulation if they're independent if
they're not independent that is
decisions are being made in sequence or
for other reasons of social influencing
that are actually outside the scope of
this chapter then that causes other
problems
so what we're gonna do for the most part
here is say this is a rational decision
okay the reason in the chapter it even
has Bayes rule on there is to say in a
purely purely purely rational
decision-making environment an
information cascade occurs so in the
book when it talks about a prior
probability this basically represents
it's somewhat your uncertainty but it's
the idea that for example you know a new
restaurant opens if you think one out of
every two restaurants selected so half
of the restaurants are good and half of
them are bad that means randomly
speaking when you select a restaurant
you expect you know 50% chance that it's
going to be good given this idea that I
think hey there's a 50/50 chance this
new restaurants good my payoff interacts
with the prior probability and what
should happen here is you're somewhat
indifferent to what's going on and that
means you know if I think okay there's
50/50 chance the new restaurants good I
should be able to say more or less you
know randomly picking it's indifferent
to me based on the rewards I get
choosing a good or a bad restaurant so
if I think just for example if I really
have a bad time at a bad restaurant okay
so it's just awful and you know that's
terrible then if there's a 50/50 chance
that the new restaurants good I'm not
gonna go because it's the the bad thing
that happens from a bad restaurant is so
terrible an alternative is the same
right I know you know too bad restaurant
I mean the food kind of sucks but it's
you know is it really the worst thing
you've ever had happen where a new
restaurant that's good is like woohoo I
get to tell all my friends this awesome
restaurant so the idea in the book is
that you're initially indifferent it
actually yeah we'll get to that in a
second so the payoff combines you should
be initially more or less
and different according to what the book
says we'll talk about you don't really
need to be indifferent the next issue is
the signals and that is uni or you're
going to gather information about this
in this case a new restaurant and you're
trying to gather information that would
say whether or not accepting or trying
this new restaurant would be good or bad
so in the book when they say you know
assume that good is true what they're
saying is going to the restaurant is a
good idea
so each signal so the signals you gather
have a conditional probability and that
reflects how reliable it is so the
signal here might be I might look at the
menu and I read the little descriptions
of each dish and looking at the
descriptions I would say oh like these
descriptions are awesome and given these
great descriptions there's a 75% chance
that a good restaurant would write their
descriptions this way and only 25%
chance that a bad restaurant would write
their descriptions this way so that's
the sort of reliability of the signals
that you look at okay now one of the
things about the the book sort of makes
it they make a simplification that makes
it a little kind of weird and that is if
we go back up and we said there's a
50-50 chance of the new restaurant being
good that 50% that's the P and then
because it's 50/50 that means P equals
one minus P so more or less P isn't a
factor at all the 75% chance down here
below that's the Q and the Q is really
why you know it ends up being like hey
there's a 75% chance that it's a good
restaurant so again the whole point of
using Bayes rule is to show rational
decision making so we're popping up
Bayes rule here if you'll notice here
we're saying you choose the option if
the probability that the option is good
given a high signal is greater than the
initially estimated probability that the
option was good
so remember we
get the menu things and we saw there is
a 75% probability that a good restaurant
would have menu options this good and
only a 25% probability that a bad
restaurant would have many descriptions
this good if we look at this formula the
PRG given H we have to calculate that
the probability that it's good given
that we got a high signal it's also
based on the idea that you know we got a
high signal and we said we had a 75%
chance of getting a high signal if it's
a good restaurant that's PR bracket H
given G and then there was the 25%
chance of a high signal that is bad that
was the PR H given B so we're
calculating the probability that it's
good given that we got a high signal so
the probability this good is based on
you know that 50-50 chance of just
selecting it randomly and then the Q is
that's the probability of it getting a
high signal given it's good so that's
our 0.75 percent and if we calculated it
out here we would get at 0.75% but like
I said that squeezed right now P equals
1 minus P ok now super emphasize like we
went through this I want you to
emphasize 100 percent I'm not going to
make you calculate this because the
reality of it is people don't make these
decisions rationally but I want you to
know that you know there is a way to
describe this using mathematics but you
know frankly you're just pulling the
answers out of thin air right you know
really reading a menu and you're gonna
say I have a 75% chance that it's a good
restaurant would have a menu like this
so that's that's way too rational and
people don't make decisions that
rationally so what the bottom line here
is this is emotions ok and social
decision making situations mean when I'm
going to make a decision I have my own
information if there's any uncertainty
about my own information
other people's information can influence
my decision so anytime my own
information is a hunt isn't a hundred
percent reliable the other people's
signals are going to have an influence
on my choice and that's where we get
really these information cascades I mean
it's not all this red balls and blue
balls business all right
so information cascades the idea again
if you're a hundred percent rational
they could still have a cascade and the
basic idea with the book by formula is
the cascade begins when the difference
between the number of acceptances and
rejections reaches two and you can see
where you know mathematically as soon as
we hit going above a line you know
that's gonna happen that happens in that
super rational draw a red ball out or
draw a blue ball out and what do you
think is in the urn actual
decision-making is of course super
Messier but you can get to the same
results and that's why you know if I go
to a certain store in a certain
neighborhood here everyone is going to
be wearing a mask if I go to a different
store or at a store in a different area
maybe even a different kind of store
like almost no one will be wearing a
mask so you know if we're talking about
the adopt not adopt decision of you know
is it good to wear a mask during a
pandemic it's super messy and people are
definitely relying on other people to do
it but again that's an emotional thing
but there's still an information cascade
there so so is it bad or good hopefully
we remember now that we had all these
problems in like 2016 and they haven't
really stopped with like Russian trolls
trying to influence elections and trying
to like cause sort of divisions in the
left wings of many different countries
so social influence you know is it bad
or good we are people who know what
happens here and we
can do things like you know hire a
thousand people to post reviews online
for a product we can hire a thousand
people to post comments on a news story
and it's possible with those public
signals to influence you know the
opinions of thousands and thousands of
other people so the public signals we
can make them lean strongly one of your
book examples or the exercise examples
was the non adopt cascade make sure you
are aware of when those things happens
when we have viral news or sort of viral
memes that's a systematic leaning of
strongly we'll talk more about chapter
18 just actually yeah when that happens
so remember there's good and bad things
the next thing you got to remember is
when you are a decision maker you are
literally in a network so you're not
getting signals from all over the place
you may not get all of the public
signals so especially on Facebook we
talk about people's filter bubble you
know that's that's what we're talking
about here so clusters in the network
that is these filter bubbles can block a
cascade from sort of bridging across or
within one of these bubbles you might
experience an isolated cascade and you
know we can see that in the United
States right now with people mainly
Trump supporters that don't want to wear
masks and the sort of other will some
other different people think masks are a
good idea and one thing you're also
going to get this is pure like the
propagandist toolkit is this idea of
trying to make information cascade start
or stop and in the example I have here
is where there was a viral video this is
a while back where a police officer
holds teens at gunpoint on their knees
during a snowball fight and the police
are like hey that's not the whole story
and you know interestingly the if you
read the actual what the police story
was it really was they
held some teens at gunpoint had a
snowball fight but it was that you know
they were having a snowball fight and
one of the teens took off and then it
was you know there were two cops there
one of the teens took off one of the
cops chased that teen and the other cop
like I don't know didn't want the other
ones to run away or something but so
there was a big attack in the right-wing
media about how this was a justified
thing that they stopped and held these
kids at gunpoint and really it was an
attack on the reliability so it was like
you saw this viral video but what you
saw isn't really what happened so
there's a lot going on you know this is
really a big time politics but keep in
mind that information cascades is really
a big deal all right so that's it for
this chapter and you'll hear from me
next time
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