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The phrase "assumed to be a polynomial function" is correct and usable in written English.
It can be used in mathematical or scientific contexts when discussing functions and their properties, particularly when making assumptions about their form.
Example: "In our analysis, we will consider the behavior of the system under the assumption that the response can be assumed to be a polynomial function."
Alternatives: "presumed to be a polynomial function" or "considered as a polynomial function".
Exact(2)
The time trend of E1 was assumed to be a polynomial function with several unknown parameters.
Moreover, the function h ˜ e : [ 0, 1 ] → [ 0, 1 ], which is assumed to be a polynomial function satisfying h ˜ e (0 ) = h ˜ e (1 ) = 0, specifies the deviation of the mesh from the corresponding edge of the mesh.
Similar(58)
In the first approach, the membership function distributions of the variables are assumed to be triangular, whereas a second-order polynomial function and a third-order polynomial function are used in the second and third approaches, respectively.
The content of the ([M]_{1,p}) is the wavelet functions (psi ) in Eq. 5, assumed to be polynomials in Alpert multiwavelets [19].
The class of uncertain systems under consideration is assumed to be dominated by a bounding system which is linear growth in the unmeasurable states but can be a polynomial function of the system output, with unknown growth rates.
The difference between the theoretical delay ({tau _{rm{th}}}(t)) is assumed to be modeled properly by setting up a polynomial for the clock function, represented by a quadratic polynomial with coefficients a0, a1 and a2.
The wave function is assumed to be given in a finite difference or finite element representation with polynomial completeness to an arbitrary but fixed degree.
Because renal function cannot be assumed to be linearly related to leukocyte telomere length, it was also modeled as a fractional polynomial function.
Since x = x in k, each polynomial can be assumed to be square-free, that is, every variable in every term of the polynomial appears with exponent 1.
The displacements are assumed to be harmonic in time and are expanded space-wise in terms of polynomial basis functions which satisfy the boundary conditions exactly.
For example, f might be a polynomial function.
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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