Sentence examples for a reduction relation from inspiring English sources

Scheibe concedes that there are instances of incommensurability which make it difficult to find a reduction relation in certain cases.

These set-theoretical structures are then used to define a reduction relation in terms of mapping functions from one structure to another.

In this article, we study a restricted notion of subgraph epimorphism, corresponding to the application of node delete and merge operations in a reaction graph, in order to relate a source graph to a target graph through a model reduction relation.

The authors consider an exact reduction relation as a certain relation between potential models of the respective theories.

Variants of such an empirical reduction relation has been given by the structuralist school in terms of set-theoretical structures (Stegmüller 1976; Scheibe 1986; Balzer et al. 1987; Moulines 2000).

Bickle explicates the nature of the reduction relation in a specific case using a semi-formal account of 'intertheoretic approximation' inspired by structuralist results.

Building on these two lines of thought, one can, following Van Gulick (2001), draw a distinction between representational and non-representational relata of the reduction relation, and accordingly between representational and ontological reduction.

When does a theory T′ reduce to a theory T? How is one to understand the nature of this reduction relation?

The formal relations only guarantee, but do not define, the reduction relation.

His reduction relation is composed of two simpler intertheoretic relations called "restriction" and "embedding".

His supplement builds the possibility of multiple realizability (including the strong type) directly into the definition of the reduction relation.