noun a person or thing that is not in a straight line or course
adjective not consisting of or bounded by a straight line or lines
In mathematics, a nonlinear equation is an equation that is not linear, meaning it does not have a straight line graph.
Nonlinear dynamics are important in engineering systems where linear approximations are insufficient to accurately model the system's behavior.
Nonlinear data structures, such as trees and graphs, are used in computer science to efficiently store and manipulate complex data relationships.
Nonlinear systems in physics exhibit behaviors that are not directly proportional to their inputs, often showing chaotic or unpredictable dynamics.
In the context of a writer, 'nonlinear' may refer to a narrative structure that does not follow a linear progression of events, instead jumping back and forth in time or presenting multiple storylines simultaneously.
For a psychologist, 'nonlinear' could describe a non-linear approach to therapy or problem-solving, where solutions are not necessarily reached through a direct cause-and-effect relationship.
In software development, 'nonlinear' may refer to algorithms or processes that do not follow a sequential order, such as those used in complex data analysis or artificial intelligence.
For a project manager, 'nonlinear' could describe a project plan that does not progress in a straight line from start to finish, but instead involves multiple feedback loops, iterations, and changes in direction.