APPLICATIONS OF LOGARITHMIC FUNCTIONS IN QUANTITATIVE SCIENTIFIC AND ENGINEERING MODELING

Abstract

Logarithmic functions play a fundamental role in modern science, engineering, economics, and information technology. They enable the modeling of exponential growth and decay, signal intensity, algorithmic complexity, and nonlinear transformations in data analysis. This article investigates the theoretical foundations and interdisciplinary applications of logarithmic functions, demonstrating their practical significance in quantitative modeling and empirical research across scientific and technological domains.