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etimología

Qué (quién) es mimetic$49103$ - definición

QUALITY OF A NUMERICAL METHOD WHICH IMITATES SOME PROPERTIES OF THE CONTINUUM PROBLEM

Mimetic (mathematics); Mimetic method

Mimetic theory

THEORY OF HUMAN DESIRE BY RENÉ GIRARD

Mimetic desire

The mimetic theory of desire, an explanation of human behavior and culture, originated with the French historian, literary critic, and philosopher of social science René Girard (1923-2015). The name of the theory derives from the philosophical concept mimesis, which carries a wide range of meanings.

https://en.wikipedia.org/wiki/Mimetic_theory

Caloric restriction mimetic

HYPOTHETICAL ANTI-AGING DIETARY SUPPLEMENT OR DRUG CANDIDATE

CR-mimetic; CR-mimetics; Caloric restriction mimetics; CR mimetic; Cr mimetic; Calorie restriction mimetic

Calorie restriction mimetics (CRM), also known as energy restriction mimetics, are a hypothetical class of dietary supplements or drug candidates that would, in principle, mimic the substantial anti-aging effects that calorie restriction (CR) has on many laboratory animals and humans. CR is defined as a reduction in calorie intake of 20% (mild CR) to 50% (severe CR) without incurring malnutrition or a reduction in essential nutrients.

https://en.wikipedia.org/wiki/Caloric_restriction_mimetic

Novelty architecture

TYPE OF ARCHITECTURE COPYING UNUSUAL SHAPES FOR PURPOSES OF ADVERTISING OR MIMICRY

Mimetic architecture; Pop architecture; Programmatic architecture; Novelty building; Programmatic Architecture

Novelty architecture, also called programmatic architecture or mimetic architecture, is a type of architecture in which buildings and other structures are given unusual shapes for purposes such as advertising or to copy other famous buildings without any intention of being authentic. Their size and novelty means that they often serve as landmarks.

https://en.wikipedia.org/wiki/Novelty_architecture

Wikipedia

Mimesis (mathematics)

In mathematics, mimesis is the quality of a numerical method which imitates some properties of the continuum problem. The goal of numerical analysis is to approximate the continuum, so instead of solving a partial differential equation one aims to solve a discrete version of the continuum problem. Properties of the continuum problem commonly imitated by numerical methods are conservation laws, solution symmetries, and fundamental identities and theorems of vector and tensor calculus like the divergence theorem. Both finite difference or finite element method can be mimetic; it depends on the properties that the method has.

For example, a mixed finite element method applied to Darcy flows strictly conserves the mass of the flowing fluid.

The term geometric integration denotes the same philosophy.

https://en.wikipedia.org/wiki/Mimesis (mathematics)