The phrase "a generalised type" is correct and usable in written English.
It can be used when referring to a broad category or classification that encompasses various specific instances or examples.
Example: "In programming, a generalised type allows for more flexible and reusable code."
Alternatives: "a broad category" or "a generalized classification".
In the next step, we provide a connection from narrowly continuous distributional solutions to the generalised type of solution described in Lemma 50.
In this work, we develop a generalised Osher-type scheme in an adaptive primitive conservative framework to overcome the aforementioned difficulties.
In a generic two-dimensional Gaussian shift model, the optimal measurement for the estimation of a parameter (theta= (q,p)) is a generalised heterodyne measurement9 of the type (21).
In this study, we aimed at the development and evaluation of a generalised approach for calculating haplo-types in polyploid species using the parsimony principle.
This paper will show an S N diagram with two failure types and will provide a generalised method of drawing correct S N curves for every single type of failure.
The model results demonstrate the cumulative impact of the different factors affecting the freshwater lens response and recovery to the overwash event for each island type, and provide a generalised assessment of island susceptibility to overwash on a global scale, despite limited data availability for many small islands.
Adjusted odds ratios (OR) and their 95% confidence intervals (95% CI) were estimated by means of a generalised linear mixed model for dependent binomial-type variables (case or control) [18].
This can easily be combined with the model presented here: The fractional occupancy for a generalised heterogeneous protein with two different types of ligand, and binding sites of different affinity for each ligand, would be: (22) where [ X1] represents the first ligand, for which n1 binding sites exist, and [ X2] the second ligand, for which there are n2 binding sites.
A generalised common fixed point theorem of Presic type for two mappings f: X → X and T: X k → X in a cone metric space is proved.
