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This lecture expands on unconstrained optimization to cover multivariate functions, where the objective function has multiple variables. It discusses:
Conditions for optimality in multivariate functions
Numerical methods for solving multivariate optimization problems, particularly gradient descent
Applications of these techniques in data science and machine learning
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#MultivariateOptimization #UnconstrainedOptimization #NumericalMethods
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#25 Unconstrained Multivariate Optimization | Part 2 | Data Science for Engineers | NatokHD