The phrase "a system of governing" is correct and usable in written English.
It can be used when discussing the structure or method by which a group, organization, or country is managed or controlled.
Example: "The country has adopted a new system of governing that emphasizes transparency and citizen participation."
Alternatives: "a governance framework" or "a governing structure".
Our mathematical model requires a system of governing equations in the context of the linear theory of dipolar thermoelasticity.
In Part I, we have obtained a system of governing integro-differential equations for the structure via a variational principle.
Given a dynamical system specified as a system of governing equations, MAPS incrementally extracts the qualitative information about the system in terms of a qualitative phase-space structure describing steady-state behaviors, stabilities, and transient properties.
After the purchase was approved, Jefferson drafted a system of governing the newly acquired territory.
In his efforts to substitute "right" for "might", Arthur discovers that the human urge to win, to prevail, to gain status and revenge offers a constant challenge to any system of governing that hopes to promote cooperation rather than conflict.
The present full Eulerian FSI model effectively demonstrates the interaction between fluid flow and solid structure in terms of a uniform system of governing equations defined in a single domain, thus the computational grid is fixed, and the re-meshing and interpolation techniques which are always required by other FSI modeling approaches are no longer needed here.
She did reject Dublin's suggestion for a new "system" of governing based on agreed policies between Britain's secretary of state and an Irish government minister.
While Syrian Kurdish leaders say the Iraqi Kurds have not pressured them to choose a certain system of governing, the Kurdish Regional Government has made clear it favors applying its own experience to Syria.
Secular equations for wave propagation modes in the plate are derived from a coupled system of governing partial differential equations of linear piezothermoelasticity.
Secular equations for surface wave propagation in the considered media are derived from a coupled system of governing partial differential equations of linear generalized piezothermoelasticity.
As expected, particularly given that the dynamics can be described by a system of linear governing equations, there is excellent agreement between the three methods.
