noun a point on a curve at which the curve changes from increasing to decreasing, or vice versa
In mathematics, an inflection point is a point on a curve where the curve changes concavity, transitioning from being concave upwards to concave downwards or vice versa.
In statistics, an inflection point can refer to a point on a graph where the rate of change of a function changes sign, indicating a shift in the trend of the data.
In economics, an inflection point refers to a point in a business cycle where the direction of economic activity changes, such as from expansion to contraction or vice versa.
In physics, an inflection point can represent a point on a graph where a physical quantity undergoes a change in direction or curvature.
In biology, an inflection point can refer to a point in a growth curve where the rate of growth changes, indicating a shift in the growth pattern of an organism.
In literature, an inflection point may refer to a turning point in the plot or character development of a story.
Psychologists may use the term inflection point to describe a critical moment in a person's life that leads to significant changes in behavior or mental health.
Economists use inflection point to describe a point on a graph where the direction of a trend changes, signaling a shift in the economy.
Mathematicians use inflection point to refer to a point on a curve where the curvature changes sign, indicating a change in concavity.
In business analysis, an inflection point may refer to a critical moment in a company's growth or market strategy that leads to a shift in performance or profitability.