If you watch too much television your brain will fry. Sometimes I feel like mine is in a crepe pan that was left sitting on the stove too long. Two nights ago I’m watching Nova or some comparable show on PBS. The topic of the show was to outline all the events that took place that helped Einstein discover that the energy of an object is equal to its mass times the speed of light squared, better known as E=mc². It was presented to the audience at a level that might best be described as physics for librarians, which was exactly the level at which I needed to hear it. It’s physics at a level that is suitable for conversation at Starbucks or any blog such as this.
So here’s what I think I understood from the show. It tracked the developments of math and physics in the 100 years prior to Einstein’s discovery. The dénouement appeared to occur when Einstein and his fiancée were riding in the bow of the small boat. Apparently, he was leaning over the side of the boat and noticed that the waves generated by the front of the boat moved at the same speed as the boat. He then noted that fact only held true for those persons in the boat, who were in fact, traveling at the same rate of speed. However for those persons watching from the shore, that same wave was not only moving slower than the boat it got further behind over time. Some other things occurred, yada, yada, yada, and there you have it. Clearly, the details are in the yada, yadas.
So here’s what happens when you watch too much television. As I’m running this morning somehow my mind takes pieces from that show and staples them together to yield the following. Let’s go back to the equation E=mc². For purposes of this discussion I’ll redefine the variables, so that:
E = the percentage of Patient Complaints/Inquiries.
m = Patient in-bound calls.
c = number of Patients
If this were true–this is an illustration, not an axiom–the number of complaints to a healthcare provider is equal to the number of in-bound calls times the square of the number of patients. So as the number of calls increases the number of complaints/questions increases and as the number of patients increases the number of complaints increases exponentially. Of course this is made up, but there appears to be a grain of truth to it. I think we can agree that a reasonable goal for a healthcare provider is to decrease the number of complaints and inquiries and to shift a hefty percentage of inquiries to some form of internet self-service vehicle.
I think sometimes the way providers assess the issue of Patient Experience Management (PEM) is by looking at how much money is spent trying to solve the problem. Some think that if one provider has three times as many people handling calls as another provider that the provider with three times as many people must be more interested in taking care of the their patients, and might even be better at PEM. I don’t support that belief. I think it can be demonstrated that the provider with the most Patient Service Representatives, and the most toys deployed probably has the most problems with their patients. I don’t think it’s a chicken and egg argument. If expenditures to handle patient complaints and questions increase year after year and resources are deployed continuously to solve the same types of problems, I think it’s a sign that the provider and its patients are growing more and more dysfunctional.
How does this tie to Einstein and his boat? Perhaps the Einsteins are those who work with the provider; those who are moving at the same speed, those in lockstep. From their vantage point, the waves and the boat, like the provider and its patients, are all moving forward at the same speed. Perhaps only the people standing along the shore are able to see what is actually occurring; the waves distance themselves from the boat in much the same way that the patients distance themselves from the provider.