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calculus |
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calculusBranch of mathematics which uses the concept of a derivative (see differentiation) to analyse the way in which the values of a function vary. Calculus is probably the most widely used part of mathematics. Many real-life problems are analysed by expressing one quantity as a function of another – position of a moving object as a function of time, temperature of an object as a function of distance from a heat source, force on an object as a function of distance from the source of the force, and so on – and calculus is concerned with such functions. There are several branches of calculus. Differential and integral calculus, both dealing with small quantities which during manipulation are made smaller and smaller, compose the infinitesimal calculus. Differential equations relate to the derivatives of a set of variables and may include the variables. Many give the mathematical models for physical phenomena such as simple harmonic motion. Differential equations are solved generally by integration, depending on their degree. If no analytical processes are available, integration can be performed numerically. Other branches of calculus include calculus of variations and calculus of errors.
calculus
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Sialolithiasis is the most common pathology of the submandibular gland, as 80% of all salivary duct calculi form in the submandibular (Wharton's) duct. With respect to expressive validity, a classification like the DDC ranks higher than traditional thesauri, being to a greater degree based on an instrumental approach to meaning--an approach that offers an alternative to a single picture of the world, one that is jammed into the procrustean structure of logical hierarchies and propositional calculi. The text of this work, Vaclav Smil's latest, is forbidding indeed, and peppered with calculi, formulae, tables which only a specialist is likely to understand. |
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