Abstract

Modeling simple growth with some missing data and doing linear regression for parameter estimation in closed form solution of differential equation model and data.

Citation

Researchers should cite this work as follows:

• Rodin, E. Y., Taber, N. (2023). 1988-EY_Rodin-N_Taber-Yeast Growth Modelling in a Laboratory. SIMIODE, QUBES Educational Resources. doi:10.25334/8P4V-JF27

  BibTex | EndNote

Article Context

Resource Type

• Potential Scenario

Differential Equation Type

• ODE
• First

Technique

• Initial Value Problems
• Parameter Estimation

Qualitative Analysis

• Parameters

Application Area

• Life Sciences
• Mathematics
• Modeling (general)

Course

• Calculus 2
• Differential Equations
• Modeling

Course Level

• Introductory

Lesson Length

• Other

Technology

• Other

Approach

• Other

Skills

• Other

Description

estimation in closed form solution of differential equation model and data.

Article Files

• 1988-EY_Rodin-N_Taber-Yeast Growth Modelling in a Laboratory.pdf(PDF | 27 KB)
• License terms

Authors

Author(s): E Y Rodin¹, Norma Taber¹

NA

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