What is another word for differential equations?

Pronunciation: [dˌɪfəɹˈɛnʃə͡l ɪkwˈe͡ɪʒənz] (IPA)

Differential equations refer to mathematical equations that involve derivative functions. There are various synonyms for differential equations, including derivatives, calculus, differential calculus, and mathematical models. Differential equations are critical in many fields such as physics, engineering, finance, and biology where complex systems are modeled. Integration is also closely related to differential equations as it helps to solve equations by calculating the area under curves. Differential equations have various applications in the real world, including for predicting the growth and decay of populations, predicting the trajectory of objects in motion, and modeling the spread of infectious diseases. Overall, understanding differential equations is essential for many scientific and engineering disciplines.

What are the hypernyms for Differential equations?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

Famous quotes with Differential equations

  • If God has made the world a perfect mechanism, He has at least conceded so much to our imperfect intellect that in order to predict little parts of it, we need not solve innumerable differential equations, but can use dice with fair success.
    Max Born
  • If it should turn out that the basic logics of a machine designed for the numerical solution of differential equations coincide with the logics of a machine intended to make bills for a department store, I would regard this as the most amazing coincidence I have ever encountered.
    Howard H. Aiken
  • First Shakespeare sonnets seem meaningless; first Bach fugues, a bore; first differential equations, sheer torture. But training changes the nature of our spiritual experiences. In due course, contact with an obscurely beautiful poem, an elaborate piece of counterpoint or of mathematical reasoning, causes us to feel direct intuitions of beauty and significance. It is the same in the moral world.
    Aldous Huxley
  • The old Greek philosophy, which in Europe in the later middle ages was synonymous with the works of Aristotle, considered motion as a thing for which a cause must be found: a velocity required a force to produce and to maintain it. The great discovery of Galileo was that not velocity, but acceleration requires a force. This is the law of inertia of which the real content is: the natural phenomena are described by differential equations of the second order.
    Aristotle

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