I S Shruti

The paper models human growth using an algebraic approach based on continued fractions, applied to Montbeillards height data of a human male from birth to 18 years.

The paper proposes that population growth curves can be represented as the sum of two distinct S-curves and demonstrates this using examples from Drosophila, yeast, sunflower plants, and male white rats.

This paper fits bacterial growth data using a continued fraction model with two parameters, providing a simpler and more interpretable alternative to differential equations.

This paper introduces a two-parameter growth model using continued fractions of straight lines to model S-shaped biological growth curves, offering improved interpretability compared to traditional logistic models.