Algorithms are the foundation of how a system functions. A system is a large structure where each component is connected by a specific energy that forms relationships, and the entire system moves in a set direction. Understanding an algorithm provides insight into the system, how it operates, and its overall direction. However, creating an algorithm requires the system creator to take a risk and pay a price for the entire system. That’s why designing an algorithm isn’t easy, even though using one is simple. Once an algorithm is developed, system members become reliant on it. The way to break this reliance is to either discard the algorithm or develop a new one. Knowing which system you belong to and how it functions is extremely important. - Joseph’s “just my thoughts”
In mathematics, a "recursive proposition" is a proposition whose true or false value is fed back into the proposition itself. For example, "I can never allow this to happen before I die!" is a recursive proposition. Unfortunately, the condition for proving that this is possible is that I die. The problem is that you are dead once, you can not be longer the person who gives permission. This phenomenon also occurs in the investment business. The most common example of this is an investment in stocks. This is a recursive proposition because if the price of a stock goes up and you sell it, the sales volume directly affects the price. Therefore, the number of shares (trading volume) is one of the most important factors to be considerable when investing in stocks. This property of recursive propositions is a good explanation for why the large trading of stock volumes is difficult to work. - Joseph’s “just my thoughts”