Category:Multivariate calculus

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Multivariate calculus

Multivariate (sometimes multivariable) calculus is the field of mathematics in which the results of differential and integral calculus are extended to contexts requiring the use of functions of several variables.

The main article for this category is Multivariate calculus.

Subcategories

There are 6 subcategories to this category shown below (more may be shown on subsequent pages).

D

• Differential forms
• Differential operators

M

• Morse theory

P

• Partial differential equations
• Potential

V

• Vector calculus

Pages in category "Multivariate calculus"

There are 48 pages in this section of this category.

List of multivariable calculus topics * Multivariable calculus C Clairaut's theorem Comparametric equation Contact (mathematics) Contour line Convective derivative Critical point (mathematics) Critical value Curvature D Differential operator Directional derivative Double integral E Equipotential Equipotential surface Exact differential

F Frenet-Serret formulas H Hessian matrix I Implicit function Implicit surface Inexact differential Inverse function theorem Isoperimetry J Jacobian L Lagrange multipliers Laplace operator Vector laplacian Level set M Matrix calculus Monkey saddle Multipole moments P Parametric equation Partial derivative

P cont. Partial differential equation R Ridge detection S Saddle point Saddle surface Sard's lemma Scalar field Second partial derivative test Surface integral Symmetry of second derivatives T Tortuosity Total derivative Triple product rule U Upper convected time derivative User:Ashigabou/Matrix calculus V Volume integral

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Category: Calculus

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• This page was last modified 17:32, 23 March 2007 by Wikipedia user Tsiaojian lee. Based on work by Wikipedia user(s) Chobot, Txomin, Ixfd64, HenkvD, MathMartin and Charles Matthews.
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