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What is Gradient

Encyclopedia of Business Analytics and Optimization
The vector of first partial derivatives.
Published in Chapter:
Unconstrained Optimization in Business Analytics
William P. Fox (Naval Postgraduate School, USA)
Copyright: © 2014 |Pages: 13
DOI: 10.4018/978-1-4666-5202-6.ch231
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More Results
Image Segmentation Methods
A gradual transition between one or more colors. In mathematics, the gradient is a generalization of the usual concept of derivative to functions of several variables.
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Limitations and Implications of Doubling Time Approach in COVID-19 Infection Spreading Study: A Gradient Smoothing Technique
Gradient represents direction or slope. For a given two points i.e. ( . ). and ( . )., the gradient is calculated as = .
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Swarm-Based Nature-Inspired Metaheuristics for Neural Network Optimization
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Simulation Optimization and a Case Study
Gradient vector of a function is the partial derivatives with respect to each of the independent variables.
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Reinforcement Learning for Combinatorial Optimization
The steepness of the slope at that point is given by the magnitude of the gradient vector.
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Edge Detection on Light Field Images: Evaluation of Retinal Blood Vessels Detection on a Simulated Light Field Fundus Photography
Known in arithmetic as the first derivative function, is a vector describing the position and the orientation of a variation. this variation is a function defined by the variation of its various parameters. The symbol ? denotes it.
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