Tournaments: There Is More Than Meets the Eye
نویسندگان
چکیده
Tournaments: There Is More Than Meets the Eye By the well established tournament literature, incomplete information regarding the employees’ productivity is essential for the rationalization of (efficiency-enhancing) tournaments. In this paper we propose an alternative rationalization of tournaments focusing on a fully informed principal whose objective is to maximize a weighted average of the profitability (productivity) of his team and of the promotion-seeking efforts of his employees. Our first main result clarifies the conditions under which the principal has an incentive to create a tournament that determines the promoted employee. We then examine the effect of the employees' productivity on their probability of promotion and on the extent of the resources wasted in the tournament. In particular, we specify the conditions that ensure that the most productive employee (the natural candidate for promotion) is less likely to be promoted and the conditions under which higher employee's productivity results in increased wasted promotion-seeking efforts. JEL Classification: D2, D71, J2
منابع مشابه
More than meets the eye.
Thank you for reading more than meets the eye. Maybe you have knowledge that, people have search numerous times for their chosen books like this more than meets the eye, but end up in infectious downloads. Rather than reading a good book with a cup of coffee in the afternoon, instead they cope with some malicious virus inside their computer. more than meets the eye is available in our book coll...
متن کاملپیوند رؤیت فؤاد و بصر در معراج پیامبر(ص)
The issue of perceiving God in Islamic theology, philosophy and mysticism is very important. It seems that there is no concern regarding the consensus among the proponents and opponents of perceiving God by the visual sense, though mystics have made a lot of efforts to reconcile the visual perception and intuitive discernment. Of these efforts, a typical example can be found in the interpretati...
متن کاملDiscrete and Continuous: Two sides of the same?
How deep is the dividing line between discrete and continuous mathematics? Basic structures and methods of both sides of our science are quite different. But on a deeper level, there is a more solid connection than meets the eye.
متن کاملRobust Draws in Balanced Knockout Tournaments
Balanced knockout tournaments are ubiquitous in sports competitions and are also used in decisionmaking and elections. The traditional computational question, that asks to compute a draw (optimal draw) that maximizes the winning probability for a distinguished player, has received a lot of attention. Previous works consider the problem where the pairwise winning probabilities are known precisel...
متن کاملt-Pancyclic Arcs in Tournaments
Let $T$ be a non-trivial tournament. An arc is emph{$t$-pancyclic} in $T$, if it is contained in a cycle of length $ell$ for every $tleq ell leq |V(T)|$. Let $p^t(T)$ denote the number of $t$-pancyclic arcs in $T$ and $h^t(T)$ the maximum number of $t$-pancyclic arcs contained in the same Hamiltonian cycle of $T$. Moon ({em J. Combin. Inform. System Sci.}, {bf 19} (1994), 207-214) showed that $...
متن کامل