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EconoQuantum
On-line version ISSN 2007-9869Print version ISSN 1870-6622
Abstract
RODRIGUEZ ESPARZA, Luz Judith; MACIAS PONCE, Julio César and KU CARRILLO, Roberto Alejandro. A new solution for resource distribution based on levels and incentive allocation. EconoQuantum [online]. 2024, vol.21, n.2, pp.29-46. Epub Nov 15, 2024. ISSN 2007-9869. https://doi.org/10.18381/eq.vi21i2.7319.
Objective:
this work aims to propose an alternative for distribution of incentives by levels.
Methodology:
distribution by levels is obtained through a simple linear regression between the distribution of incentives assigned to each agent and the amount demanded according to their level in the ladder structure.
Results:
the proposed solution manages to exactly distribute the available resource among all agents, presenting a simple and practical implementation. Three examples are included that illustrate the application of this new method, highlighting the differences as compared to both the usual and proportional distribution modes.
Limitations:
the simple linear regression used assumes a linear relationship between the level and incentives, which may not reflect the complexity of some organizational structures.
Originality:
the distribution solution developed in this work offers an interpretation in terms of individual performances, which expands its applicability to various areas.
Conclusions:
our distribution proposal acts as a mediator between the usual and proportional distributions. It is observed that the usual distribution favors the lowest performance levels, while the proportional distribution benefits the highest levels.
Keywords : allocation problems; levels; incentives; simple linear regression; C02; C69; C79.












