For example these equations are used to model cell growth and the dynamics of populations [4, 6 9], dry friction [10], tumor growth [11], and the phenomenon of nuclear disintegration [12] and the transition from HIV to AIDS [13] under uncertainty.
For example, fuzzy difference equations are suitable in finance problems.
For example, fractional differential equations are often applicable in engineering, physics, chemistry, and biology.
For example, fractional diffusion equations are abstract partial differential equations that involve fractional derivatives in space and time.
There are signs that this is starting to happen: the sixth edition of Molecular Biology of the Cell, for example, includes examples where ordinary differential equations are used to model gene regulation and to explain switch-like and oscillatory dynamics.
A collection of numerical examples for linear equations are presented to verify our observations above.
Typical examples for such equations are: pressure drop prescription, definitions of separation efficiencies, conversion rates, etc.
For example, differential equations is taught at Princeton as MAE 305, so you must take the materials and form to MAE, even if the course is taught by the math department at the school where you plan to take it.
For example, the Navier-Stokes equations are believed to describe Earth's atmosphere rigorously and yet no one has yet succeeded in deducing the existence or properties of clouds from these equations, despite these equations being known for over 170 years.
