What does exponential growth mean?

Exponential growth means that the growth rate of a variable is directly proportional to its number at this time. To put it simply, taking investment as an example, exponential growth means that at the beginning, the income growth of investment is not obvious, similar to linear growth, but with the passage of time, the power of exponential growth begins to appear, and the longer the time, the greater the power. In this respect, exponential growth is also called snowballing in stocks, that is, the more you operate, the greater the income investors can get.

Extended data:

Exponential growth is not a commendatory term, but a neutral word. Because exponential growth is accompanied by the increase and release of energy density, the increase of entropy has a certain threshold, and this energy will burst out and become more influential than the previous effective structure. For example, if the company develops too fast, it needs more participants to share profits and share the energy spillover of its own structure.

It will be more effective to control energy under the same logic and values, but it is difficult in reality, because the initial energy creation is related to structure, and the creation of structure is a linear process. The linearity and starting point of this process are driven by a person or organization and values. In time and space, linear growth is difficult to find a more similar structure.

Therefore, in the end, the initial organization or individual will find it difficult to control the exponential growth of energy spillover, or even get out of control or retrogress. This is also the key to the exponential explosion of linear structure, because the traditional linear structure can no longer produce new structure and energy, so it is very stable. Exponential growth is usually accompanied by the subversion or innovation of one thing to another. Exponential growth When the percentage growth of a quantity is constant in a given time period, the quantity shows exponential growth.

Percentage growth is a constant, and exponential growth and compound interest are important analytical tools in economics. Exponential (or geometric) growth occurs when a variable grows at a fixed rate from a period. For example, when the population of 200 is growing at a rate of 3% per year, the population in the initial year (0 year) is 200, and the population in 1 year is 200× (1+0.03)1; The population in the second year is 200× 1.03× 1.03 ... and so on.