Direct Interaction Advertising and Its Effects: A Study of ...
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Direct Interaction Advertising and Its Effects: A Study of redditβs Ask Me Anything
By Zakary Campbell
Date: December 2014
Abstract
Direct interaction advertising is my own term for a new form of advertising that has emerged in recent years along with the rise of social media. Using information provided by a number of instances of a reddit feature, βAsk Me Anything,β and information from Google Trends, I estimate the impact of this sort of advertising on interest both in the person doing the interaction and the product or service being advertised. There is a large positive effect on interest in the person and a smaller but significant effect on interest in the product or service. These effects do not seem to depend upon the reception of the AMA.
I. Introduction
Online and digital advertising have opened up a number of possibilities previously
unavailable to advertisers. Advertisers can now more effectively target a specific
demographic at a time when they are presumably in need of a specific product or
service. Theoretically, given this targeting ability, advertising online should be extremely
effective. However, the effects of online advertising remain disputed (Lewis and Reiley
2014).
Online advertising is an extremely varied practice. In one short online session,
one might encounter banner ads, video spots, branded viral content, subtle product
placement, and a number of other forms of online advertising. Although it may be useful
to lump these into one category for the sake of research, advertisers, themselves,
probably find it more useful to consider the effects of each of the many different types of
online advertising separately.
This paper will focus specifically on the form of online advertising that I term
direct interaction advertising. This is a particularly new form of advertising that has
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begun to thrive due to the proliferation of social media in recent years. Direct interaction
advertising occurs when someone involved with a product or service reaches out
directly to potential consumers through social media to interact with them. The
interaction, itself, does not necessarily directly refer throughout to the product or service
being advertised; indeed, this is rarely the case. Often, the individual engaging in the
advertising will merely briefly refer to the product or service s/he is advertising in some
sort of introduction or signoff, and the content of the interaction will be entirely up to the
potential consumers with whom the individual interacts. The effects of direct interaction
advertising are presumably twofold. If the advertising works as it is intended,
consumersβ interest in the product or service being advertised will increase. Similarly,
consumersβ interest directly in the person doing the advertising is likely to increase.
There are a number of examples of direct interaction advertising. Celebrities
often host Twitter Q&As wherein people can participate by using a specific hashtag or
tweeting directly at the celebrity hosting the Q&A. Facebook pages for a person or
product often host similar events, allowing people to post questions on said page for a
given period of time. Some people from more tightly defined niche industries often visit
forums dedicated to that industry to interact with consumers.
The present paper will focus on the reddit Ask Me Anything (AMA) to measure
the effects of direct interaction advertising. reddit is a content aggregation website that
is divided into a growing list of forums, called subreddits, focused on a specific topic. As
of December 8, 2014 at 5:54 pm, there are 537,389 subreddits according to
redditmetrics.com. One of the most followed of these subreddits is /r/IAmA. This
subreddit is a dedicated forum for AMAs.
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An AMA is a post on /r/IAmA in which some personβgenerally a celebrity or
somebody with a particularly interesting occupationβanswers questions asked by the
reddit community for some period of time. AMAs can last anywhere from 15 minutes to
an entire day, but they tend to last about one hour. Although AMAs occur on one
particular day, the posts generally remain on the front page of /r/IAmA throughout the
next day, and the posts tend to get quite a bit of traffic both on the day of the post and
the day after.
As mentioned above, this type of advertising is quite new, so there is not, to my
knowledge, any prior work that has studied its effects. However, there does seem to be
a feeling in the advertising community that it can be effective; one PR strategist
describes the AMA as something that βcan generate hundreds of thousands of
impressions and drive fans into a frenzy. It can reinvigorate an established persona or
hoist a completely obscure or unusual person into the Internet spotlightβ (Holiday 2013).
This paper seeks to be the first to empirically answer questions regarding this form of
advertising. The underlying question for all of this research is how well direct interaction
advertising functions as a form of advertising. First, I address the question of how much
this advertising affects interest in both the products advertised and the people doing the
AMA. Second, I question whether the effect is greater if the post is more well-received.
Section II outlines the sources of the data in this paper, including AMAs,
themselves, and Google Trends. Section III outlines the estimated regression model.
Section IV presents the resulting positive observed effect of direct interaction
advertising on interest. Section V discusses the results, and Section VI concludes and
presents the major limitations of the analysis.
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II. Data
reddit is a constantly evolving website; there are already millions of users, with
more joining every day. All of this is simply to say that which AMAs are studied is likely
to have some effect on the measured effects of these AMAs. In an attempt to best
quantify the effect that an AMA has currently, the data is restricted to AMAs that have
occurred within the past year. For the sake of convenience in gathering the data, then,
AMAs in the dataset come from the section of /r/IAmA labeled βTop This Year.β
Specifically, I use 95 AMAs from this list.
Each AMA contains four data points of interest to this study: the name of the
person doing the AMA, the product that s/he is advertising, the date of the AMA, and the
points that the AMA scored (Figure 1). Points are a measure associated with every post
on reddit. It is equal to the number of βupvotesβ the post receives minus the number of
βdownvotesβ the post receives. Generally, if reddit users choose to vote, they upvote the
posts that they enjoy and downvote the posts they dislike or consider irrelevant. Thus,
points can be considered a proxy for how well-received a given post is.
Given the date of an AMA, the Google Trends data surrounding and during an
AMA can be found at google.com/trends. Google Trends is a site that allows anyone
with an internet connection to examine search volume for any search term over time.
Google terms the search volume for a query in any time period the βinterestβ in that
query. Interest is normalized to a 0-100 scale, where 100 is the greatest search volume
in the time period of interest, and other numbers represent the percentage of this
greatest search volume.
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For Trends data for people, the search term is the personβs first and last name.
For products, the search term is mostly simply the full name of the product. Names of
some products were subjectively deemed too common to be exclusively referring to the
products (i.e., Selfie); the search terms for these were in the form [product name]
[product type] (i.e. Selfie show) (See Appendix A). For each product and person, the
data contains interest data from one week before the AMA until one week after the
AMA. The data is restricted in this way to combat attributing the effect of concurrent
advertising not associated with the AMA to the effect of AMA. Furthermore, for any AMA
which did not contain an interest value equal to 100 in the given time frame, the data
was normalized in the same way as Google Trends data by multiplying each value by
100 and dividing by the largest interest value for that person/product. This is to ensure
that all of the data are measuring the same thing: the percentage of the highest value of
interest from one week before to one week after the AMA. Some AMAs were dropped
when comparing product interest due to a lack of available Trends data.
A major strength of this data is that it represents a good gauge of interest. It is
unlikely that somebody will search for precisely somebodyβs first and last name or
precisely the name of a movie or television show, movie, book, etc. without having
some sort of interest in that product. Choi and Varian (2011) have shown that βsimple
seasonal AR models that include relevant Google Trends variables tend to outperform
models that exclude these predictors by 5% to 20%.β
Unfortunately, there are also some weaknesses to the data. As mentioned
above, data from Google Trends is normalized. Thus, this data does not provide
information on the absolute effect of AMAs on interest, and it precludes accurate
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comparison across AMAs. An interest value of 100 for millionaire playboy Robert
Downey Jr. is likely to differ markedly in absolute terms from an interest value of 100 for
astronaut Chris Hadfield. Trends data also includes information on web queries coming
from all sources, so there is no way to identify precisely what additional interest comes
from reddit users and word-of-mouth from the AMAs. Additional web traffic could be
coming from anywhere; the hope is that by restricting the time horizon, this concern
becomes irrelevant.
III. Methods
Users can continue to revisit an AMA into perpetuity, but the bulk of visits come
while the AMA is on the front page of /r/IAmA which generally only occurs on the day of
the AMA and the day after the AMA. Thus, I estimate the following regression model for
both interest in people and interest in products:
(1) πΌππ‘ππππ π‘ = πΌ + π½π·ππ¦ππ β π·ππ¦ππ + π½π·ππ¦π΄ππ‘ππ β π·ππ¦π΄ππ‘ππ + ππΌππ‘ππππ π‘
πΌππ‘ππππ π‘ is the amount of interest in a person or product; πΌ is the expected interest on a
day without an AMA occurring that day or the day before; π·ππ¦ππ and π·ππ¦π΄ππ‘ππ are
indicators for the day of an AMA and the day after and AMA, respectively; π½π·ππ¦ππ and
π½π·ππ¦π΄ππ‘ππ are the estimated effects of an AMA on interest on the day of an AMA and the
day after an AMA, respectively; and ππΌππ‘ππππ π‘ is an error term that is assumed to be
uncorrelated with π·ππ¦ππ and π·ππ¦π΄ππ‘ππ.
For my initial estimate of the regression, I use all 15 days of interest. However, in
anticipation of challenges that this is still misattributing the effects of concurrent
advertising to the AMA, I estimate a second form of the regression in which I limit the
time horizon to only the period from the day before the AMA to two days after the AMA.
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If the effects decrease with this alteration, the original regression is likely picking up
some effects of concurrent advertising. However, it seems unlikely that concurrent
advertising suddenly spikes the day of and after an AMA when compared to the day
before and the day two days after. Furthermore, only two AMAs coincided with the day
of or the day before the release of their advertised products, and these are removed in
the limited regression.
After determining whether there is an observable effect to an AMA, I determine
whether this effect depends on the reception of the AMA. To do so, I estimate the
following regression model separately for people and products:
(2) πΈπππππ‘ = Β΅ + πΎ β πππππ‘π + ππΈππππππ‘
πΈπππππ‘ is the combined effect of the AMA on the day of and the day after the AMA; Β΅ is
the expected effect of an AMA that receives zero points; πΎ is the change in the πΈπππππ‘
given an increase of one point; and ππΈπππππ‘ is an error term. I first calculate the point
estimates of πΈπππππ‘ for each AMA by regressing interest in each AMA on an indicator
variable for being the day of or the day after the AMA then regress these estimates on
the points for each AMA.
I expect competing effects in (2). On the one hand, AMAs with a high number of
points are well-liked which probably piques usersβ interest in the person and the product
being advertised. In this case, πΎ should be positive. On the other hand, AMAs with a
higher number of points are probably done by people who are already well-known and
liked, so the AMA does not increase awareness much for the person or product being
advertised because these measures are already high. In this case, AMAs with low
scores should exhibit a greater effect on interest, and πΎ should be negative.
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IV. Results
Figure 2 shows the mean interest in people and products over time starting one
week before the AMA and ending one week after the AMA. The effect on person
interest is striking, with mean interest nearly doubling on the day of the AMA, increasing
further on the day after, then immediately dropping back to the previous levels two days
after the AMA. There appears to be some effect on product interest though the effect
appears smaller and does not exhibit the same immediate fade away after the time of
the expected effect.
Table 1 shows estimates of the effects of an AMA on interest in people. Columns
1-3 estimate the effects using the entire sample; columns 4-6 limit the sample to interest
from the day before the AMA to interest two days after the AMA and drop observations
of AMAs that coincide with the release of a product that is being advertised in the AMA.
Columns 3 and 6 correspond to the model outlined. Using the full sample, estimates of
π½π·ππ¦ππ and π½π·ππ¦π΄ππ‘ππ are 33.43 and 43.69, respectively. When the sample is restricted,
the estimate of π½π·ππ¦ππ increases to 38.68, and the estimate of π½π·ππ¦π΄ππ‘ππ drops to 28.26.
Each of these estimates is statistically significant at a 99 percent confidence level.
Table 2 show the estimates of the effects of an AMA on interest in products. As
with the previous table, columns 1-3 use the entire sample, and columns 4-6 limit the
sample in the same way as discussed above. Once again, columns 3 and 6 correspond
to the model above. Using the full sample, estimates of π½π·ππ¦ππ and π½π·ππ¦π΄ππ‘ππ are 9.02
and 15.19, respectively. When the sample is restricted, the estimate of π½π·ππ¦ππ slightly
increases to 9.61 while the estimate of π½π·ππ¦π΄ππ‘ππ drastically decreases to 3.22. Both
estimates are statistically significant with 95 percent confidence in the model using the
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full sample. The estimate of π½π·ππ¦ππ remains significant while the estimate of π½π·ππ¦π΄ππ‘ππ
loses statistical significance when the sample is restricted.
Figure 3 plots the point estimates of the effects of each AMA on interest in
people and products against the points that each AMA received. It certainly seems that
the number of points an AMA receives has no direct bearing on its effect on interest.
Table 3 confirms this intuition. πΎ is statistically indistinguishable from zero both in the
regression concerning people and the regression concerning products.
V. Discussion
AMAs appear to have a large positive effect both on interest in people who do
AMAs and on interest in the products that they advertise. The magnitude of these
effects may not be obvious at first glance. Recall that a value of interest in this study
corresponds to the percentage of the greatest number of Google searches for a term in
the time period one week before to one week after the AMA occurs. Compared to the
days immediately surrounding the AMA, interest in a personβs name increases by 38
percentage points on the day of the AMA and 28 percentage points the day after.
Interest in a product name increases by 9 percentage points the day of the AMA andβ
though not statistically significantβ3 percentage points the day after.
The implications for direct interaction advertising are huge. The cost of this form
of advertising come exclusively in the form of the time that one person gives up to do
the AMA. Unlike public appearances, this time does not involve transportation, makeup,
wardrobe, and similar time costs to drastically improving oneβs appearance (people
generally take a single picture as proof that it is indeed them doing the AMA, but
preparation for this presumably takes only a fraction of the time that it takes to prepare
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for a public appearance). On the contrary, the cost to an AMA is about one hour of
oneβs time sitting in front of a laptop answering various questions from reddit users.
Assuming that limiting the data to such a short time horizon successfully fully
attenuates the effects of concurrent advertising, AMAs appear to be much more
successful in generating interest than other forms of advertising. The success is,
however, short-lived, disappearing after only two days since the AMA. It cannot be
inferred from the data in this study, but it is entirely possible that, while interest
measurable by Google Trends fades away, general interest persists beyond the AMA. If
the aim of advertising is to increase consumer information and knowledge of a
productβor even, in this case, a personβthis aim can likely be achieved by the initial
Google search for a product (or person). An initial search leads a user to numerous
different sources of information on products and people, so the fading away of
measurable interest may be due not to a fading away of actual interest but a fading
away of the need to educate oneself further. In simpler terms, people may find out all
that they need to know about a product or person from the information that they gain
from one Google search.
Finally, the positivity of reception of an AMA appears to exhibit the conflicting
effects described above. Advertisers cannot expect more popular AMAs to have a
greater positive effect on interest in products or people. Sometimes with more popular
AMAs, the fact that the AMA is more liked prevails, and higher points correspond to
larger positive effects on interest. Other times, the fact that people and products
associated with higher-scoring AMAs are already more popular prevails, and higher
points correspond to smaller positive effects on interest.
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VI. Conclusion and Limitations
Direct interaction advertising appears to be not only a good form of advertising
but an excellent form of advertising. The effect is huge for people; up-and-comers in the
entertainment industry should probably look to AMAs as an effective way to boost their
own image early. The effect is not quite as large but still striking for products;
filmmakers, actors, and authors should incorporate AMAs into their digital advertising
strategies as a way to increase awareness and knowledge of their products.
As a note, most of the products and services that were dropped due to
insufficient Trends information were books and charities. It seems that the AMA works
best as a tool for advertising in the film and television industries. Perhaps authors or
social advocates would be better served spending their time on other forms of
advertising.
The fact that the reception of an AMA does not have a significant effect on the
amount that an AMA affects interest people or products may be good news for
advertisers of lesser-known people or products. Even if a product does not do so well in
terms of receiving upvotes and downvotes from reddit users, it is entirely possible that
the effect on interest will be just as great as or greater than the effect for a high-scoring
post.
There are a number of limitations for this study. One that I have mentioned
throughout the paper is that the measurement of interest as an effect of the AMA may
be picking up the effect of concurrent advertising. I attempted to address this issue by
shortening the time horizon and dropping any observations that coincide with a release
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of the product. I consider this a convincing way of addressing the problem, but some
may still challenge this assumption.
Furthermore, I use a small sample size relative to the entire population of AMAs.
Given the statistical significance of the findings, I do not consider this a major limitation.
Google Trends includes traffic from all sources, so the data on interest is not
restricted to reddit users. I do not see this as a large limitation, as the traffic from other
sources should remain relatively stable throughout the shortened time horizon. On a
similar note, AMAs often include direct links to websites with information on the
products being advertised. Any clicks of these links are not included in the data on
interest but are still valuable to advertisers. Future research should somehow
incorporate the traffic to any sites directly related to the products being advertised.
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Figure 2
Figure 2: Visual example of Google Trends data. In this particular situation, the dot represents the day of
the AMA.
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Person Product Search Term
Jeff Bridges the giver film
David Attenborough (dropped)
Peter Dinklage little feet film
Buzz Aldrin (dropped)
Bill Murray monuments men
Harrison Ford years of living dangerously
Tim Berners-Lee (dropped)
LeVar Burton reading rainbow
Keanu Reeves john wick
Bill Gates gates foundation
Julian Assange wikileaks
Sean Bean legends show
Arnold Schwarzenegger (dropped)
Weird Al Yankovic mandatory fun
Robert Downey Jr. the judge film
Guillermo del Toro the strain show
Mark Hamill make a wish foundation
John Cho selfie show
Chris Hadfield (dropped)
Pedro Pascal game of thrones
Warwick Davis (dropped)
Jerry Seinfeld comedians in cars getting coffee
Cary Elwes as you wish book
Idris Elba no good deed film
Denzel Washington (dropped)
Gordon Lightfoot (dropped)
Mike Tyson judgment day
Bill Nye europa
Josh Brolin sicario
Jerry Seinfeld 2 comedians in cars getting coffee
Jeff Goldblum grand budapest hotel
Pierce Brosnan the november man
Simon Pegg hector and the search for happiness
Bob Odenkirk (dropped)
Uzo Aduba (dropped)
Les Stroud (dropped)
Gillian Anderson (dropped)
Matt Damon monuments men
Ron Perlman easy street book
Dan Mintz the stranger album
Ray Liotta kill the messenger film
Ken Burns (dropped)
Appendix A: Product Search Terms
Associated with AMAs
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Jewel Staite (dropped)
Dwayne Johnson hercules
Bill Cosby (dropped)
Magnus Carlsen (dropped)
Ben Stiller (dropped)
Rob Lowe love life book
John Ratzenberger american made
Luc Besson lucy film
Alfonso Cuaron gravity film
Jason Bateman bad words film
Jeremy Renner kill the messenger film
Roger Daltrey (dropped)
Jamie Hyneman mythbusters
Will Ferrell (dropped)
George Clooney (dropped)
Nick Offerman parks and recreation show
H. Jon Benjamin archer
Clark Gregg trust me film
Neil Diamond melody road
Hannibal Buress (dropped)
Terry Gilliam the zero theorem
John C. Reilly (dropped)
Ellar Coltrane boyhood film
Lou Ferrigno (dropped)
Judy Greer (dropped)
Justin Long tusk film
Richard Ayoade the double film
Hans Zimmer (dropped)
Lucky Yates archer
Mark Gatiss (dropped)
James Cameron years of living dangerously
Gilbert Gottfried (dropped)
Bernie Sanders (dropped)
Frank Miller a dame to kill for
Mark Duplass the one I love
Norm MacDonald (dropped)
Mark Ruffalo (dropped)
Donald Faison (dropped)
Verne Troyer (dropped)
John Cusack adult world film
Karyn Parsons little feet film
Betty White hot in cleveland
Tilda Swinton snowpiercer
Appendix A (cont.)
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Sanjay Gupta (dropped)
Spike Jonze her film
Nathan Fielder nathan for you
Tony Hawk (dropped)
Amber Nash (dropped)
Arthur Chu (dropped)
Drew Carey the price is right
Karen Gillan selfie show
Steve Nash (dropped)
Glenn Howerton the wilderness of james
Appendix A (cont.)
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References
Choi, Hyunyoung, and Hal Varian. 2014. 'Predicting the Present With Google
Trends'. University Of California, Berkeley School Of Information.
Holiday, Ryan. 2013. 'How to Host a Successful Reddit AMA'. Mashable.
http://mashable.com/2013/03/25/reddit-ama-tips/.
Lewis, Randall A., and David H. Reiley. 2014. 'Online Ads and Offline Sales: Measuring
The Effect of Retail Advertising via a Controlled Experiment On
Yahoo!'. Quantitative Marketing And Economics 12 (3): 235-266.