The Feb 14 Equation

Happy Valentine's Day, everyone. At the same time, Kung Hei Fat Choi especially to my Fil-Chinese friends.

Now, what are the relations of the observation of these?

First of all, learn from the wave functions. At first, we would see that aside from its dependence on the dimensions, it is also dependent on time. However, squaring a wave function would require a complex conjugate of it, which is time-symmetric. When multiplied, the natural exponents would cancel out, letting the square of it be time-dependent no more. Same things happen in life. Some people do try to fulfill everything for nothing after all, that is why they realize that their pace is either so slow or so fast. But, try being inspired even for once and you'll realize that time is so perfect.

Second, learn from the lesson of integration in mathematical physics. Functions are integrated from time to time. But, there are some functions (i. e. Bessel functions) that when integrated using the common methods, would result to no asymptotic expansions. But, try using other methods and see that there really is an asymptotic expansion (this was actually investigated by my adviser in his paper). Same thing goes in life that we all need to grow and change. If we just go with the flow, we would amount to nothing. But try exploring new ways in life and see that there is yet more things in waiting. It also goes with our own emotional lives that it sometimes, we see less when we don't care so much about something or someone. But, try to put on more care and concern and we'll see that there is much sense that we will owe for that thing or person.

And lastly, I would want to form a new equation out of the two postulates of life mentioned above: Inspiration + Love + Growth + Change = Perfection. Happy Valentine's Day and Kung Hei Fat Choi once again, everyone.