Notice
This item was automatically migrated from a legacy system. It's data has not been checked and might not meet the quality criteria of the present system.
Feichtinger, G., Grass, D., Kort, P. M., & Seidl, A. (2020). On the Matthew effect in research careers: Abnormality on the boundary (No. 01). http://hdl.handle.net/20.500.12708/140511
E105-04 - Forschungsbereich Variationsrechnung, Dynamische Systeme und Operations Research
-
Report No.:
01
-
Date (published):
2020
-
Number of Pages:
37
-
Keywords:
optimal control; history-dependent solution; abnormal solution; career planning; Matthew effect
-
Abstract:
The observation that a socioeconomic agent with a high reputation gets a disproportionately higherrecognition for the same work than an agent with lower reputation is typical in career development andwealth. This phenomenon, which is known as Matthew effect in the literature, leads to an increasinginequality over time. The present paper employs an optimal control model to study the implicationsof ...
The observation that a socioeconomic agent with a high reputation gets a disproportionately higherrecognition for the same work than an agent with lower reputation is typical in career development andwealth. This phenomenon, which is known as Matthew effect in the literature, leads to an increasinginequality over time. The present paper employs an optimal control model to study the implicationsof the Matthew effect on the optimal efforts of a scientist into reputation.The solution of the model exhibits, for sufficiently low effort costs, a new type of unstable equilib-rium at which effort is at its upper bound. This equilibrium, which we denote as Stalling Equilibrium,serves as a threshold level separating success and failure in academia. In addition we show that atthe Stalling Equilibrium the solution can be abnormal. We provide a clear economic interpretationfor this solution characteristic.