Gradient

。其他文章還包含有：「GradientinCalculus(Definition」、「GradientVectors&IllustrationsforFreeDownload」、「Interpretingthegradientvector」、「Thegradientvector」、「VectorCalculus」、「了解gradientdescent背後的數學」、「說明」

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Multivariatederivative(mathematics)Thisarticleisaboutageneralizedderivativeofamultivariatefunction.Foranotheruseinmathematics,seeSlope.Forasimilarlyspelledunitofangle,seeGradian.Forotheruses,seeGradient(disambiguation).Thegradient,representedbythebluearrows,denotesthedirectionofgreatestchangeofascalarfunction.Thevaluesofthefunctionarerepresentedingreyscaleandincreaseinvaluefromwhite(low)todark(high).Invectorcalculus,thegradientofascalar-valueddifferentiablefunctionf{\displaystylef}ofseveralv...

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Gradient in Calculus (Definition

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In Calculus, a gradient is a term used for the differential operator, which is applied to the three-dimensional vector-valued function to generate a vector.

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Gradient Vectors & Illustrations for Free Download

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Find & Download the most popular Gradient Vectors on Freepik ✓ Free for commercial use ✓ High Quality Images ✓ Made for Creative Projects.

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Interpreting the gradient vector

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First: You must know how to compute the gradient vector. Second: The gradient vector points in the initial direction of greatest increase for a function. Third: ...

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The gradient vector

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The vector field is defined by the gradient: ∇ f ( x , y ) = [ 2 x − y − x ] ‍ . ... For a vector to be small, both its x ‍ and y ‍ components must be small.

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Vector Calculus

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The gradient is a fancy word for derivative, or the rate of change of a function. It's a vector (a direction to move) that. Points in the direction of ...

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