Prediction of the number of Women Population in Medan City 2025 by using The Leslie Matrix

Mulyono, and Mansyur, Abil and Marpaung, Faridawaty (2020) Prediction of the number of Women Population in Medan City 2025 by using The Leslie Matrix. In: The 7th Annual International Seminar on Trends in Science and Science Education (AISTSSE), 17 November 2020, North Sumatera Province, Indonesia.

[img] Text
Turnitin.pdf - Published Version

Download (0B)
[img] Other (Thumbnails conversion from text to thumbnail_lightbox)
lightbox.jpg - Published Version

Download (0B)
[img] Other (Thumbnails conversion from text to thumbnail_preview)
preview.jpg - Published Version

Download (0B)
[img] Other (Thumbnails conversion from text to thumbnail_medium)
medium.jpg - Published Version

Download (0B)
[img] Other (Thumbnails conversion from text to thumbnail_small)
small.jpg - Published Version

Download (0B)
[img] Other (Generate index codes conversion from text to indexcodes)
indexcodes.txt - Published Version

Download (0B)
Official URL: https://iopscience.iop.org/article/10.1088/1742-65...

Abstract

The Leslie matrix model is a model used to predict the number and rate of female population growth. This study aims to determine the number and rate of female population growth in the city of Medan in 2025 based on data on birth rates and life expectancy. The eigenvector is used to determine the number of female populations at each age interval, while the eigenvalues are used to determine the population growth rate. To determine the number of female populations from each age interval, a positive eigenvalue is sought. Based on positive eigenvalues, three cases occur, namely: 1) the population will tend to increase if; 2) the population will tend to decline if; 3) the population will tend to be stable if. Based on the research results, the eigenvalues were obtained λ = 1,3673 which means the number of the female population in the city ofMedan tends to increase.

Item Type: Conference or Workshop Item (Paper)
Keywords: s Leslie matrix; population growth; eigenvalues; eigenvectors
Subjects: Q Science > QA Mathematics
Q Science > QA Mathematics > QA299 Analysis
Q Science > QA Mathematics > QA75 Calculating machines
Q Science > QA Mathematics > QA801 Analytic mechanics
Divisions: Fakultas Matematika dan Ilmu Pengetahuan Alam
Depositing User: Mrs Catur Dedek Khadijah
Date Deposited: 12 Jan 2023 08:13
URI: http://digilib.unimed.ac.id/id/eprint/49850

Actions (login required)

View Item View Item