Sentence examples for theory of type from inspiring English sources

During his illness Unger wrote a book in English, Theory of Type Design, which was published shortly before his death and sold out within a matter of months.

An alternative theory of Type Ia supernovae is that two white dwarfs orbit each other, gradually losing energy through the emission of gravitational radiation, or gravity waves.

The cornerstone of the construction consists in taking advantage of the fact that the Green Naghdi theory of type II for thermo-elastic solids has a Hamiltonian structure.

The formulation is applied under five theories of the generalized thermoelasticity: Lord Shulman with one relaxation time, Green Lindsay with two relaxation times, Green Naghdi theory (of type II) without energy dissipation and Chandrasekharaiah Tzou theory with dual-phase-lag, as well as the coupled theory.

We want to outline that the Green-Naghdi theory of type I is equivalent to the classical coupled thermoelasticity theory; the Green-Naghdi theory of type II does not admit energy dissipation and implies a finite speed of propagation for heat waves; and the Green-Naghdi theory of type III admits dissipation of energy and the heat flux is a combination of type I and type II.

The simple theory of type, as presented, e.g., in Copi 1971, can be seen as a prototypical version of such a property theory (if we neglect the principle of extensionality assumed by Copi).

This paper presents an extension of the simple tuning algorithm for fuzzy logic controllers based on the theory of type-2 fuzzy systems by using a parallel model implementation, it also includes a mechanism to calculate the feedback gain, new integral criteria parameters, and the effect of the AND/OR operator combinations on the fuzzy rules to improve the algorithm applicability and performance.

The culmination of Gerhardt's work lay in his 1853 theory of types, the last of the ongoing attempts at organic classification by Laurent and Gerhardt.

Hilbert, Russell, and Zermelo show various ways of overcoming these paradoxes and initiate, respectively, proof theory, the theory of types, and axiomatic set theory.

This document describes the mathematical theory of types which is the object theory of that extension (called $\lambda$PRL) and it is more or less self-contained.

Theory of types, in logic, a theory introduced by the British philosopher Bertrand Russell in his Principia Mathematica (1910 13) to deal with logical paradoxes arising from the unrestricted use of predicate functions as variables.