Change in a population that is proportional to the size of the population. If y(t) designates the population at time t, this condition is dy/dt = ky, k a constant called the growth constant. The implies that y = y0 ekt where the constant y0 = y(0) is the population at time t = 0. CLEVO
Growth of a microorganism where the cell number doubles within a fixed time period.
a constant rate of growth over time where time increases in arithmetic steps and the other variable increases at a geometric rate
growth characterized by each part multiplying itself. Thus 2x2=4 and 4x4=16, etc., in exponential growth. This contrasts with incremental growth.
Sometimes inaccurately referred to as "self-replication," exponential growth refers to the process of growth or replication involving doubling within a given period.
Growth that proceeds in a manner characterized by periodic doublings.
Growth, especially in the number of organisms in a population, which is a simple function of the size of the growing entity: the larger the entity, the faster it grows. (Contrast with logistic growth.)
growth that increases at an ever accelerating rate.
Movement of Change Increasing by Rate of Constant Factor EXTENDED CANOPY An enlarged optional canopy, top & sides, extending up to 2 feet EXTENSION An extended section made up of 3 pieces added to an opening to increase the floor area
Exponential growth is growth that accelerates, that is, the rate of growth increases over time. If you compound your interest from a HYIP, your income will grow exponentially.
Growth at a constant rate of increase per unit of time; can be expressed as a constant fraction or exponent. See geometric growth.
A constant rate of population growth per individual in the population. Thus, the more individuals in the population, the faster the population size grows
growth of a population without any constraints; therefore, the population will grow at an ever-increasing rate.
Growth in the size of a population (or other entity) in which the rate of growth increases as the size of the population increases.
n: Growth in which some quantity, such as population size or economic output, increases by a fixed percentage of the whole in a given time; when the increase in quantity over a long enough time is plotted, this type of growth typically yields a curve shaped like the letter J.
In mathematics, exponential growth (or geometric growth) occurs when the growth rate of a function is always proportional to the function's current size. Such growth is said to follow an exponential law (but see also Malthusian growth model). This implies that for any exponentially growing quantity, the larger the quantity gets, the faster it grows.