Sentence examples for mathematical interpretation of from inspiring English sources

Many of the problems of geophysics are analogous to those of astronomy because the subject studied is rarely under direct observation, and conclusions must be drawn largely on the basis of mathematical interpretation of physical measurements.

Although Huygens later rejected certain of the Cartesian tenets including the identification of extension and body, he always affirmed that mechanical explanations were essential in science, a fact that later was to have an important influence on his mathematical interpretation of both light and gravitation.

The basic mathematical interpretation of this concept is presented below.

Here is a simple mathematical interpretation of sensing energy reduction.

There is another paradox in the mathematical interpretation of the standard of proof.

In 1981, Palm proposed a mathematical interpretation of Hebbian theory in the framework of graph theory.

But then A′ cannot be a meaning explanation of A. It would therefore be a mistake to see in mathematical interpretations of intuitionistic systems ways to make the Proof Interpretation "rigorous" or "precise".

Molecular descriptors (descriptors) are a result of standardized numerical calculations, and logical, mathematical interpretations of chemical information.

The mathematical interpretation is an inherited characteristic from the topology of the system.

On other, more widespread views, the set of logical truths of a language of that kind can be identified with the set of sentences that are valid across a certain range of mathematical interpretations (where validity is something related to but different from the condition that all the sentences that are replacement instances of its form be true too; see below, section 2.3).

Various mathematical interpretations (in the sense explained in section 1.2) of formalized intuitionistic logic and arithmetic have been proposed.