The phrase "a kind of partial" is correct and usable in written English.
It can be used when describing something that is not complete or is only a portion of a whole, often in a comparative context.
Example: "The report provided a kind of partial overview of the project's progress, highlighting only the most significant milestones."
Alternatives: "somewhat incomplete" or "a sort of limited".
This is a kind of partial freedom, because there are borders – and I know the borders.
Piece by piece, starting in 1976, 16 of them have been installed here to constitute a kind of partial, semipermanent retrospective of Mr. di Suvero's 40-year career.
The diploma, on the other hand, is seen as a kind of partial implementation of Tomlinson that has captured its complexity and multiplied it by 10, but missed the actual point.
It's uncertain, a kind of partial paralysis.
Still another interpretation reads probabilities as measures of a kind of "partial logical entailment" among propositions.
The three remuneration methods used in France are pay-for-performance (P4P), fee-for-service (FFS) and a kind of partial capitation known as a forfait b.
In this paper we extend Kirk's characterization to a kind of complete partial metric spaces.
Furthermore, Vityuk and Golushkov were concerned with the existence and uniqueness of solution for a kind of fractional partial differential equations in [16].
In this article, we will study the Riemann boundary value problem for a kind of inhomogeneous partial differential system of first order equations in (R^{4}) using the Clifford analysis approach.
In Section 4, we first propose the Riemann boundary value problem for a kind of inhomogeneous partial differential system, then we obtain an integral representation of the solution to the Riemann boundary value problem using the relation between the theory of Clifford-valued generalized holomorphic functions and that of the inhomogeneous partial differential system's solutions.
Motivated by the above-mentioned work, we will give the definition of a mixed Caputo-Hadamard fractional derivative and seek the equivalent integral equations for a kind of impulsive partial differential equations with Caputo-Hadamard fractional derivatives to find the essential result that there exists a general solution for impulsive fractional differential equations in this paper.
