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Discover LudwigThe phrase "a relation which" is correct and usable in written English.
It can be used when describing a specific type of relationship or connection between two or more entities.
Example: "In mathematics, a relation which defines the connection between the variables is essential for understanding the function."
Alternatives: "a relationship that" or "a connection which".
Exact(27)
One's very selfhood depends upon this repetition, for according to Anti-Climacus, the self "is a relation which relates itself to itself" (The Sickness Unto Death).
Therefore, in order to maintain itself as a relation which relates itself to itself, the self must constantly renew its faith in "the power which posited it".
PF judgments are relational in character: they point out a relation which holds between the consideration r and doing a. (We could call that relation the "favoring" relation).
Quality, In philosophy, a property that applies to things taken singly, in contrast to a relation, which applies to things taken in pairs, triples, etc.
A relation which must be satisfied by this mobility can be derived from an equilibrium situation in which the solids are mixed.
A relation which defines the drag of spherical particles in more or less concentrated suspensions was employed to describe bubble column behaviour in the uniform bubbling regime.
Similar(33)
A temporal relation can be an 'anchor' relation, which anchors an event to a time expression (as in Sentence (1)), or an 'order' relation, which orders two events (as in Sentence (2)).
It is understood that a strong interphase and a high Z show a direct relation which confirms the dependency of the Z to interphase properties.
The solution of the resulting system of first-order linear ordinary differential equations satisfies a recurrence relation which involves a matrix exponential function.
Moreover, for query batch processing, one can devise a relocation schedule for a given relation which will further minimize the interference and query processing costs.
This leads to a recurrence relation which conduces to an O(N) time for the entire operation.
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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