Probabilization
Given my current mental state (that of a sixteen-year-old), it would probably be unwise for me to ask Meghan de Anagea what is happening on the 27th. I know for a fact that I am not going back to Virginia until at least the 30th, so she can’t be excited about that. Actually, I probably don’t have to ask. I can probably go online and check for concerts in the Northern Virginia area that are taking place on the 27th, and lo and behold I will find exactly what is creaming Anagea de Meghan’s “pannies.”
Probably, but I’m not going to. Instead, I will impart on you my theory of probabilization, which I am making up just now in order to kill time while my potential professors write me nice, long, reassuring and heart-warming emails to the effect of I MUST HAVE YOU IN MY COURSE, ANDREW!
Probability is part of the theory of probabilization. That’s as much as I do know. Unfortunately for you, I don’t know a lot, so I’m going to have to tell you what I don’t know. Apparently probabilism is a doctrine in philosophy that probability is enough for belief and action (Answers.com, I love you. Marry me?). Consequentially, my theory of probabilization has to be related in some way or another to this philosophical doctrine. Luckily, as the first sentence in this paragraph will tell you, I have already succeeded in linking the theory of probabilization to probabilism. Simply put, the theory of probabilization and the doctrine of probabilism both necessarily share some connection with probability.
What is this probability anyway? My love tells me that in statistics it is “A number expressing the likelihood that a specific event will occur, expressed as the ratio of the number of actual occurrences to the number of possible occurrences.” I seem to remember failing statistics, so I’m going to trust Answers.com on this one. So in probabilism, the likelihood that something can, should, is able to, may or may not happen is enough for people to do and think stuff. Basically, the motive in probabilism for people to think or act is that something will happen, whatever it is. Thanks a lot, probabilism. Now I’m even less motivated.
My theory is going to blow that doctrine away. First off, let’s look at some other words. My web fiancé says “probably” means “[v]ery likely and without much doubt.” Okay, so here is my theory of probabilization. It is the theory that people who know OF statistical probability will probably make different decisions than people who don’t know of probability, even if the actual statistical probability of each situation is not known. In fact, I’d say this theory goes even if there is no known probability of the situation whatsoever, and the person making the decision has no objective reason to act one way or another. I’d say this theory would also explain why people who actually learn statistics will make different decisions in said situations than people who only know of statistics.
I think this theory probably falls under my general spiteful theory that everything everyone knows or does probably makes them biased. Wait, that’s not a theory, that’s fact. Probably. Damn you, identity. I think the spiteful part is probably that knowing that everything everyone does probably makes them biased probably makes me biased against them. Did I mention my current mental state? I probably need to stop playing computer games until six in the morning, waking up at 10, and playing computer games until noon. Sigh, probably.
Probably, but I’m not going to. Instead, I will impart on you my theory of probabilization, which I am making up just now in order to kill time while my potential professors write me nice, long, reassuring and heart-warming emails to the effect of I MUST HAVE YOU IN MY COURSE, ANDREW!
Probability is part of the theory of probabilization. That’s as much as I do know. Unfortunately for you, I don’t know a lot, so I’m going to have to tell you what I don’t know. Apparently probabilism is a doctrine in philosophy that probability is enough for belief and action (Answers.com, I love you. Marry me?). Consequentially, my theory of probabilization has to be related in some way or another to this philosophical doctrine. Luckily, as the first sentence in this paragraph will tell you, I have already succeeded in linking the theory of probabilization to probabilism. Simply put, the theory of probabilization and the doctrine of probabilism both necessarily share some connection with probability.
What is this probability anyway? My love tells me that in statistics it is “A number expressing the likelihood that a specific event will occur, expressed as the ratio of the number of actual occurrences to the number of possible occurrences.” I seem to remember failing statistics, so I’m going to trust Answers.com on this one. So in probabilism, the likelihood that something can, should, is able to, may or may not happen is enough for people to do and think stuff. Basically, the motive in probabilism for people to think or act is that something will happen, whatever it is. Thanks a lot, probabilism. Now I’m even less motivated.
My theory is going to blow that doctrine away. First off, let’s look at some other words. My web fiancé says “probably” means “[v]ery likely and without much doubt.” Okay, so here is my theory of probabilization. It is the theory that people who know OF statistical probability will probably make different decisions than people who don’t know of probability, even if the actual statistical probability of each situation is not known. In fact, I’d say this theory goes even if there is no known probability of the situation whatsoever, and the person making the decision has no objective reason to act one way or another. I’d say this theory would also explain why people who actually learn statistics will make different decisions in said situations than people who only know of statistics.
I think this theory probably falls under my general spiteful theory that everything everyone knows or does probably makes them biased. Wait, that’s not a theory, that’s fact. Probably. Damn you, identity. I think the spiteful part is probably that knowing that everything everyone does probably makes them biased probably makes me biased against them. Did I mention my current mental state? I probably need to stop playing computer games until six in the morning, waking up at 10, and playing computer games until noon. Sigh, probably.
Labels: and masturbating parrots to boot, masturbating parrots, Pobably, probabilism, probability, probablization

