Sentence examples for theories ordered from inspiring English sources

The equivalence class of all theories mutually interpretable with T is called the interpretability degree of T. The interpretability hierarchy is the collection of all theories ordered under the relation ≤.

In 1950 Nakano [1] introduced the theory of modular spaces in connection with the theory of ordered spaces.

Another important development is reported in fixed point theory via ordered metric spaces.

The proof given in [1] appealed to the theory of ordered operator spaces [2].

Fixed point theory, in ordered metric spaces, plays a major role in solving such kind of problems.

Fixed point theory on ordered metric spaces can be a useful tool to solve various classes of nonlinear matrix equations.

These equations are written in terms of "fundamental nuclei", which do not vary with the theory order (N).

The truncation of the series determines the theory order N, which is a free parameter of the formulation.

These equations are written in terms of CUF "fundamental nuclei", which do not vary with the theory order (N).

Within complexity theory, order and disorder are necessarily related and system evolution is largely based on this potential conflict.

A multiple-order-parameter theory of ordering on a binary face-centred-cubic (f.c.c).