This broad view (for example, comparing Le Chatelier's principle to tâtonnement) drives the fundamental premise of mathematical economics: systems of economic actors may be modeled and their behavior described much like any other system.
The premise of mathematical models involves experimental validation and feedback between the models and experiments.
Constructing mathematical models helps make premises explicit and quantifiable, to explain what is intended by concepts such as infectivity or ring vaccination.
Different methods of incorporating the spatial arrangement of farm premises into mathematical models of infectious diseases among livestock may have considerable impact on predicted epidemic size, distribution, and optimal control strategies.
Coupled with Kleene's strong, three-valued semantics, this non-classical contextualism denies the truth of the universally quantified, major premise of the mathematical induction sorites while nonetheless also denying its falsity.
This structure serves as premises for a mathematical theory.
Russell had been motivated by the logicist project of finding definitions and elementary premises from which mathematical statements could be proved.
Like many other finite element studies, this study without exception also has limitation due to the mathematical model as well as premises and assumptions used to generate the FE from a single patient which might not completely resemble the general population with individual variability as well as various clinical situations such as mid-palatal sutural viscoelastic property.
A conceptual model outlining the major premises underlying the mathematical model is given in Figure 1, and in the remaining part of this section we provide a biological backdrop and the basic premises underlying our current mathematical conceptualization of the tanning phenomenon.
The theoretical formulation of the mathematical model for these nanostructures is premised on the newly advanced nonlocal continuum theory.
