Exemplos de uso de Infinitesimal calculus em Inglês e suas traduções para o Português
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Infinitesimal calculus or differential and integral calculus. .
His research areas included differential equation, infinitesimal calculus, etc….
Anapolis, graduated cum laude in infinitesimal calculus, winner of last year's California Classic, all-American football, interstate soccer.
He made important discoveries in fields as diverse as infinitesimal calculus and graph theory.
Does anyone imagine infinitesimal calculus without the concept of zero, without Arabic numerals and without algebra(al-jabr), to name a few?
These'very small' quantities are used in the Leibniz approach to the infinitesimal calculus.
In 1925 Peano switched Chairs unofficially from Infinitesimal Calculus to Complementary Mathematics, a field which better suited his current style of mathematics.
In 1889 he obtained the professorship of Analytic geometry at the University of Zaragoza, and in 1896,he was appointed to the professorship of Infinitesimal calculus.
During that time of moral suffering he wrote a work on infinitesimal calculus which, according to the opinion of experts, is of great scientific value and will be published in his collected works.
Includes an axiomatic treatment of the hyperreals, and is freely available under a Creative Commons license* Stroyan,"A Brief Introduction to Infinitesimal Calculus Lecture 1 Lecture 2 Lecture 3.
The mathematics of variables,the most important part of which is the infinitesimal calculus, is essentially nothing but the application of dialectics to mathematical relations.
To do this, we try to reconstruct some of his arguments about what he considers as legitimate objects, not only in arithmetic, algebra and geometry,but also in the infinitesimal calculus.
Because of this,the Principia has been called"a book dense with the theory and application of the infinitesimal calculus" in modern times and in Newton's time"nearly all of it is of this calculus. .
Since modern infinitesimal calculus did not yet exist then, and the mathematical analysis of the time was inadequate to discuss the convergence issues, this was a hard piece of research, and tentative as well.
Because of this,the"Principia" has been called"a book dense with the theory and application of the infinitesimal calculus" in modern times and"lequel est presque tout de ce calcul"('nearly all of it is of this calculus') in Newton's time.
To attempt to prove anything by dialectics alone to a crass metaphysician like Herr Dühring would be as much a waste of time as was the attemptmade by Leibnitz and his pupils to prove the principles of the infinitesimal calculus to the mathematicians of their time.
Euler worked in almost all areas of mathematics,such as geometry, infinitesimal calculus, trigonometry, algebra, and number theory, as well as continuum physics, lunar theory and other areas of physics.
Analysis The development of infinitesimal calculus was at the forefront of 18th-century mathematical research, and the Bernoullis-family friends of Euler-were responsible for much of the early progress in the field.
Contributions to mathematics and physics==Euler worked in almost all areas of mathematics,such as geometry, infinitesimal calculus, trigonometry, algebra, and number theory, as well as continuum physics, lunar theory and other areas of physics.
It's what we, nowadays, know as differential and infinitesimal calculus: a symbolic proceeding through which real change or variation continuous, intervallic or discreet and sudden, disruptive can be mathematically detected, verified, apprehended.
By doing so it was attempted to show how the transcendental philosophy, due to a fundamental binding to the manner with which leibniz had invented infinitesimal calculus, lacked a non-quantitative concept of quality; furthermore, it was aimed at showing how the theme.
Roberval was one of those mathematicians who,just before the invention of the infinitesimal calculus, occupied their attention with problems which are only soluble, or can be most easily solved, by some method involving limits or infinitesimals, which would today be solved by calculus. .
From this, the interpretive consequences of his maturity texts are evaluated¿such as the text the analyst(1734),which is known for the criticism of the infinitesimal calculus¿on whether there is primacy of such objects in the process of evaluating the scientific character of mathematics.
It was the goal of the present work to elucidate the historic-philosophical presuppositions of hegel's critique of infinitesimal calculus and to follow very closely the way in which this critique was effectively carried forth in the intermediary chapter of the doctrine of being of the science of logic.
Archimedes, without knowing the decimal system,conceived infinitesimal calculi and opened immense horizons to physics and mechanics by finding the means of determining the specific gravity of bodies.