Logarithmic growth refers to a type of growth that increases rapidly at first but then slows down over time. This pattern is often seen in processes like population growth or the spread of technology, where initial increases are significant, but as resources become limited or saturation occurs, the growth rate declines. The mathematical representation of logarithmic growth is often expressed using the logarithm function, such as logarithm base 10. In contrast to linear or exponential growth, logarithmic growth is characterized by a gradual leveling off. For example, if a population grows according to a logarithmic model, it may double quickly at first but will take longer to continue increasing as it approaches its carrying capacity. This behavior is important in fields like ecology and economics, where understanding growth patterns can inform resource management and planning.