Emulate vs Evaluate - What's the difference?
emulate | evaluate |
To attempt to equal or be the same as.
To copy or imitate, especially a person.
* {{quote-news
, year=2011
, date=October 1
, author=Saj Chowdhury
, title=Wolverhampton 1 - 2 Newcastle
, work=BBC Sport
(obsolete) To feel a rivalry with; to be jealous of, to envy.
* 1624 , John Smith, Generall Historie , in Kupperman 1988, p. 146:
(computing) of a program or device: to imitate another program or device
(obsolete) Striving to excel; ambitious; emulous.
* Shakespeare
to draw conclusions from examining; to assess
(mathematics) to compute or determine the value of (an expression)
To return or have a specific value.
* 2006 , Lev Sabinin, Larissa Sbitneva, Ivan Shestakov, Non-Associative Algebra and Its Applications , CRC Press (ISBN 9780824726690), page 201
* 2007 , James E. Gentle, Matrix Algebra: Theory, Computations, and Applications in Statistics , Springer Science & Business Media (ISBN 9780387708720), page 165
As verbs the difference between emulate and evaluate
is that emulate is to attempt to equal or be the same as while evaluate is to draw conclusions from examining; to assess.As an adjective emulate
is (obsolete) striving to excel; ambitious; emulous.emulate
English
Alternative forms
* (archaic)Verb
(emulat)citation, page= , passage=The Magpies are unbeaten and enjoying their best run since 1994, although few would have thought the class of 2011 would come close to emulating their ancestors.}}
- But the councell then present emulating my successe, would not thinke it fit to spare me fortie men to be hazzarded in those unknowne regions [...].
See also
* mimic * copy * imitate * simulateAdjective
(en adjective)- A most emulate pride.
evaluate
English
Verb
(evaluat)- It will take several years to evaluate the material gathered in the survey.
- Evaluate this polynomial.
- Since element (15.1) evaluates' to an element of the center in any alternative algebra, (15.1) has to ' evaluate to a scalar multiple of the identity element of the Cayley-Dickson algebra.
- In one type of such an integral, the integrand is only the probability density function, and the integral evaluates to a probability, which of course is a scalar.