The Fundamental Theorem of Favorability Analysis
Tuesday, March 20, 2012 at 11:56AM
By Chris Scully, VP of Research at CARMA International
In 1987, professional poker player David Sklansky published The Theory of Poker outlining his thoughts on the underlying theories and concepts for winning at all the variations of the card game. In this book, he unveiled the Fundamental Theorem of Poker.
Photo credit: Viri GSimply put, the theorem states that anytime you're playing poker and your opponents do something (such as bet, call, raise, or fold) that they wouldn't do if they knew all your cards, then you win money. Also, anytime you do something (again, such as bet, call, raise, or fold) that you wouldn't do if you knew all your opponents' cards, then you lose money.
Using this as an inspiration, I'd like to offer what I call the Fundamental Theorem of Favorability Analysis: Anytime a story says something about a company or organization that the entity would want the story to say, then that discussion is favorable. Anytime a story says something about a company or organization that the entity would not want the story to say, then that discussion is unfavorable.
For this theorem, I define "about the company or organization" broadly such that it includes discussion of that entity's products and services, organizational mission or goals, management, financial performance, standing as an employer or corporate citizen, etc. I also use the word "story" broadly to incorporate new reports, opinion pieces, and all types of social media hits (blogs, tweets, Facebook status updates, etc.). Lastly, I define "that discussion" as being the part of the story saying that certain something the entity would or would not like the story to say. This discussion could be as brief as a word or two or as expansive as several paragraphs or more.
Incorporating this theorem into a favorability assessment methodology is relatively easy to do when using human analysts. I think many people – even those outside the PR industry – already understand this concept intuitively, and it's easy to formalize it by establishing guidelines that enable coders to recognize instances when the theorem should be applied.
In contrast, I think it's a pretty difficult task for automated offerings to incorporate the Fundamental Theorem of Favorability Analysis into their sentiment algorithms. Foremost, software doesn't have any intuition, which means that every specific sentiment rule that a software offering follows must be programmed. Also, the ways in which a story can convey information that invokes the Fundamental Theorem of Favorability Analysis is limitless, and thus, no programmers could ever devise software that accounts for all possible favorable and unfavorable discussions.
I believe the practical impossibility of incorporating the Fundamental Theorem of Favorability Analysis into media analysis software is a main cause of The Neutral Problem that is so prevalent in automated offerings. However, since many programmers of media analysis software don't come from a PR background, it's possible that some don't quite grasp how truly vital this theorem is to assessing media coverage accurately, and thus, they don't devote enough of their efforts to accounting for the theorem in their programming.
Regardless of the causes, I think it's clear that until automated offerings can incorporate the Fundamental Theorem of Favorability Analysis into their algorithms, human-based media analysis is always going to produce more accurate favorability assessments.








The World's Leading Media Measurement & Analysis Company