Application of mathematical approach to the psychological aspects of human

I took a mathematical approach to the psychological aspects of humans. Apply the result to another psychological phenomenon. First, I examined cognition before humans feel emotions, and found the probability density function for cognition. I showed that humans can be classified into four patterns by dividing cognition and emotion. Also, in order to live normally in a group, I found a differential equation satisfied by a probability distribution function that expresses how individual’s emotional distribution looks to the group, and found a solution. As a result, I found the initial conditions that give the standard normal distribution, which is the probability density function of the emotions of the group, and showed how the probability distribution function that looks like a group becomes the same standard normal distribution as the group. Using this result, I showed how to live normally without being excluded in the group. The method shown was also pointed out in cognitive-behavioral therapy, and the same results as those obtained from many cases were obtained. Also, even if you have difficulty living, think mathematically in the same way as how to prevent being excluded from the group, and show how individual behave toward oneself. The method shown was also pointed out in cognitive-behavioral therapy, and the same results as those obtained from many cases were obtained.