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Starting slow, I pointed it at some linear Diophantine equations (equations where the solutions are whole numbers).
Two equations for two unknowns, but they're not simple linear equations where you can add and subtract.
The electrical power threshold = I2 × R is derived from the rate equations, where I is the drive current, and R the device resistance.
The model is represented by a set of matrix equations, where the network structure is parameterized using graph theory concepts.
The first method is based on transport equations, where a continuous representation of these quantities are calculated.
LORENZO ROSASCO: I'm just thinking of a simple, stylized equations where you just have two vectors and have to multiply them.
Besides mixture problems (interest and proportions), he treats various types of linear and quadratic equations (where he admits two positive solutions) and improves on the methods of Aryabhata (born 476).
The two-fluid equations, where we keep the flow vorticity and viscosity effects (Hall MHD), are used.
The mathematical model is composed by the Navier Stokes equations, where the forcing term contains singular forces which arise from the elastic stresses acting on the boundaries.
This approach leads to a set of coupled nonlinear ordinary differential equations, where several parameters cannot be characterized exactly due to disturbances and an imperfect system knowledge.
The target plant is characterized by the generalized Fornasini Marchesini 2-D equations where both stochastic disturbances and randomly varying nonlinearities (RVNs) are considered.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com