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Research Paper | Mathematics | Nigeria | Volume 6 Issue 8, August 2017 | Popularity: 7.3 / 10
Integer Linear Programming Applied to Nurses Rostering Problem
A. A. Maidamisa, H. A. Odiniya
Abstract: The paper extended the work of (Satheeshkumar et al. , 2014) by employing a different approach to solve a nurse scheduling problem in order to ascertain whether the new approach produce better result than the previous method. The problem is formulated into an integer linear programming model. A computer software known as QM for windows version 2.0 is used to solve the integer linear program on a I7 Intel core processor personal computer. The optimal result found has minimize the number of workforce to 300 as against 303.33 that was produce when linear programming model is applied and a balance schedule across the wards in the hospital. The significance of this findings cannot be over emphases since, the difference of 3.33 in terms of people is meaninglessness. The paper applies a novel approach to find solution to a practical problem of paramount importance to the development of health care system.
Keywords: scheduling, Integer linear programming, optimization algorithm
Edition: Volume 6 Issue 8, August 2017
Pages: 1893 - 1895
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Mathematics, India, Volume 9 Issue 1, January 2020
Pages: 99 - 102On Differentiability and Integrability of Rings
S. R. Gaikwad, A R Gotmare
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Mathematics, India, Volume 9 Issue 1, January 2020
Pages: 113 - 117A Mathematics Letter Lecture Note on Some Variety of Algebraic Γ-Structures
Abul Basar
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Mathematics, Iraq, Volume 7 Issue 1, January 2018
Pages: 6 - 11Convergence Weakly to Asymptotic Common Fixed Point Theorems for Different Types of Proximal Point Schemes
Salwa Salman Abed, Zena Hussein Maibed
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Mathematics, India, Volume 8 Issue 2, February 2019
Pages: 2012 - 2015Application of Maths in Real Life
Partibha Gupta
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Mathematics, India, Volume 9 Issue 5, May 2020
Pages: 762 - 765Linear Programming Problem for Maximization of Profit in Rubber Manufacturing and Molding Industry: A Case study of Shreyas Rubber Products
M. V. Deshmukh