The Anger function is the entire functionFor integer order it equals the first-kind Bessel function . At noninteger order it generally differs from , despite the similar notation.[ref]
The distinction appears in its inhomogeneous differential equation:Indeed, differentiating under the integral and integrating the derivative of reduces the left side to its endpoint values, giving the displayed forcing. At integer order the forcing vanishes, consistently with the ordinary Bessel equation. This integral representation also makes analyticity in both the argument and the order visible.
Articles by others on the same topic
The term "anger function" can refer to various concepts across different fields, but it often relates to how anger is expressed, managed, or studied in psychology and behavioral sciences. Here are a few interpretations: 1. **Psychological Perspective**: In psychology, the "anger function" might refer to the role that anger plays in an individual's emotional and behavioral responses. This can include how anger functions as a natural emotion that signals threat or injustice, motivating individuals to take action.