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The phrase "a class of condition" is correct and usable in written English.
It can be used in contexts discussing categories or types of conditions, often in academic or technical writing.
Example: "In our study, we identified a class of condition that significantly affects patient outcomes."
Alternatives: "a category of condition" or "a type of condition".
Exact(1)
This paper presents an approach to distributed condition monitoring systems that offers reusable software for a class of condition monitoring (CM) applications.
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Autistic Spectrum Disorders (ASDs) are a class of conditions that embodies Autistic Disorder, Asperger's syndrome, and Pervasive Developmental Disorder Not Otherwise Specified (PDD-NOS).
In this paper we extend the work of [1], using the same fourth order differential equation (3.1), to a class of boundary conditions, where two boundary conditions are periodic or anti-periodic at the end points, the remaining two boundary conditions are separated, one of them depends linearly on the eigenvalue parameter λ.
In [13] we have investigated a class of boundary conditions for which necessary and sufficient conditions were obtained such that the associated operator pencil consists of self-adjoint operators, while in [14] we have continued the work of [13] in the direction of [12] to derive eigenvalue asymptotics associated with boundary conditions which lead to self-adjoint operator representations.
In this paper, we extend the work of [14] to a class of boundary conditions where exactly one of the left endpoint boundary conditions does not depend on the eigenvalue parameter, while the remaining boundary conditions depend on the eigenvalue parameter.
We establish a class of sufficient conditions ensuring that a sequence of multiple integrals with respect to a free Poisson measure converges to a semicircular limit.
Genomic disorders are a class of human conditions that result from structural changes of the human genome that convey traits or susceptibility to traits.
We show that they are bounded from a product Hardy space (H^{1}timescdotstimes H^{1}) to a weak (L^{frac{1}{m},infty}) space, whenever the kernel satisfies a class of Dini type condition.
We show that (T_{vec{b}}) and (T_{Pi b}) are bounded from the product Hardy space (H^{1}timescdotstimes H^{1}) to weak (L^{frac{1}{m},infty}) space, whenever the kernel satisfies a class of Dini type condition.
The married parents had lost two older children to a mitochondrial disease, a rare class of conditions caused by defects in the DNA of mitochondria, the organelles that provide energy to cells.
We then develop a class of velocity interfacial conditions with different order of accuracy.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com