Você procurou por: calculus of variations (Espanhol - Inglês)

"the calculus of consent".
"the calculus of consent".

endoscopic extraction of calculus of kidney nec
endoscopic extraction of calculus of kidney nec

contains a brief introduction to the "calculus of equivalent statements.
contains a brief introduction to the "calculus of equivalent statements.

"the calculus of variations in the large", "american mathematical society colloquium publication" 18; new york.
"the calculus of variations in the large", "american mathematical society colloquium publication" 18; new york.

"the completeness of the axioms of the functional calculus of logic," 582-91.
"the completeness of the axioms of the functional calculus of logic," 582–91.

in solving it, he developed new methods that were refined by leonhard euler into what the latter called (in 1766) the "calculus of variations".
in solving it, he developed new methods that were refined by leonhard euler into what the latter called (in 1766) the "calculus of variations".

== enlaces externos ==* biography of ennio de giorgi, home page at the research group in calculus of variations and geometric measure theory, scuola normale superiore, pisa.
there is also a preprint version of this paper in adobe pdf format, available at the web page of the research group in calculus of variations and geometric measure theory, scuola normale superiore, pisa.

it is studied categorically via the "calculus of functors" by thomas goodwillie, john klein, and michael s. weiss.
it is studied categorically via the "calculus of functors" by thomas goodwillie, john klein, and michael s. weiss.

Él escribió tres libros sobre temas como: "the computer from pascal to von neumann, history of numerical analysis from the 16th through the 19th century and history of the calculus of variations from the seventeenth through the nineteenth century.
he wrote three books on the topic; "the computer from pascal to von neumann", "history of numerical analysis from the 16th through the 19th century" and "history of the calculus of variations from the seventeenth through the nineteenth century".

other important european mathematicians of the 18th century included joseph louis lagrange, who did pioneering work in number theory, algebra, differential calculus, and the calculus of variations, and laplace who, in the age of napoleon did important work on the foundations of celestial mechanics and on statistics.
other important european mathematicians of the 18th century included joseph louis lagrange, who did pioneering work in number theory, algebra, differential calculus, and the calculus of variations, and laplace who, in the age of napoleon, did important work on the foundations of celestial mechanics and on statistics.

mcculloch y pitts mostraron cómo los sistemas neurales podrían implementar la lógica de primer orden en un artículo clásico "a logical calculus of ideas immanent in nervous activity" (1943).
mcculloch and pitts showed how neural systems could implement first-order logic: their classic paper "a logical calculus of ideas immanent in nervous activity" (1943) is important in this development here.

== bibliografía ==* "plane and spherical trigonometry" (1809; quinta edición en 1827)* "a treatise on isoperimetrical problems and the calculus of variations" (1810)* "a treatise on astronomy" (1812)* "physical astronomy" (1818)* "principles of analytical calculation" (1803)== referencias ==:"este artículo se basa en un artículo en el dominio público de rouse history of mathematics.
==bibliography==* "plane and spherical trigonometry" (1809; fifth edition, 1827)* "a treatise on isoperimetrical problems and the calculus of variations" (1810)* "a treatise on astronomy" (1812)* "physical astronomy" (1818)* "principles of analytical calculation" (1803)* "east yorkshire curiosities" (2010)==references==:"this article is based on a public domain article from .