Sentence examples for a consistent theory for from inspiring English sources

Suggestions(1)

The phrase "a consistent theory for" is correct and usable in written English.
It can be used when discussing a theory that provides a reliable and stable explanation for a particular phenomenon or set of observations.
Example: "The researchers proposed a consistent theory for the observed patterns in climate change data."
Alternatives: "a coherent explanation for" or "a reliable framework for".

Exact(1)

In the absence of a consistent theory for nonlinear systems an heuristic approach is proposed, based on three main subjects: selection of a suitable training signal, calculation of the network parameters and selection of the most appropriate network configuration.

Similar(59)

In his 1994 he allows for tact in extracting a consistent theory from common sense.

A consistent theory is developed for size dependent magnetoelectroelasticity.

In this paper, a consistent theory is developed for size-dependent piezoelectricity in dielectric solids.

A consistent theory was impossible until English physicist James Chadwick discovered the neutron in 1932.

Such a method is especially useful when a consistent theory is lacking and the theory needs to be further developed [ 17], as is the case for the theory on health care network governance.

The lack of rigorous and consistent theories for the liquid state makes empirical estimation the most used way to produce thermal conductivity values at different temperatures.

The phase field model can reproduce precise boundary kinetics and stress evolution provided that a thermodynamically consistent theory and proper expressions for model parameters in terms of physical material properties are employed.

This paper presents an approach, based on the consistent theory of thin shells, for designing compact springs in terms of their compatibility with the room available for packaging the vehicle suspensions and simultaneous extension of the height control region where fundamental frequencies are kept minimal.

The theorem states that for every consistent theory T extending Q, and for every cut J x) in T, T ⊬ ConJT.

Set-theoretic paradoxes such as Russell's led to attempts to produce a consistent set theory as a foundation for mathematics.

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