The phrase "a boundary value of" is correct and usable in written English.
It is typically used in mathematical or scientific contexts to refer to a specific value that defines a limit or constraint in a given problem or function.
Example: "In this equation, we need to determine a boundary value of x that satisfies the conditions of the problem."
Alternatives: "a limit value of" or "a constraint value of".
If the output is not a boundary value of the state, the backstepping approach is not directly applicable to obtaining an observer gain that stabilizes the error dynamics.
When river bank stabilization was added to the simulation, a 34.3% reduction in phosphorus loading was observed, resulting in a boundary value of ~ 54 μg P/L.
For this test, a boundary value of coherence (gamma ^2_B=0.33) is taken.
In particular, the authors studied nonlinear fractional differential equations and inclusions of arbitrary order with multi-strip boundary conditions in [21], while a boundary value of nonlinear fractional differential equations of arbitrary order with Riemann-Liouville type multi-strip boundary conditions was investigated in [22].
In this article, we study a boundary value problem of a class of linear singular systems of fractional nabla difference equations whose coefficients are constant matrices.
It is proved that the operator of a boundary value problem of heat conductivity in an infinite angular domain in a class of growing functions is Noetherian with an index which is equal to minus one.
The paper presents a parametric study of a boundary value problem of one-dimensional shear wave propagation in soil strata during seismic loading.
The above matrix approach will form the key towards the construction of a boundary value theory of h-monogenic functions.
Using the material laws we can formulate the stationary rod model in terms of a boundary value problem of first order differential equations.
In this article we provide an introductory study for a boundary value problem of a class of singular fractional nabla discrete time systems.
In this article, we study a boundary value problem of a class of generalized linear discrete-time systems whose coefficients are square constant matrices.
