Mark L. Stone
Interests: Nonlinear multivariate dynamic stochastic global optimization (everything else is a special case, an approximation, or a compromise)
Simulation Optimization, baby. Bring it on!!
Stochastic Optimizer par excellence.
Nonlinearly optimizing for a third of a century ... and quadratic convergence is about to kick in any moment now.
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- 43 Do we need gradient descent to find the coefficients of a linear regression model?
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- 28 Why are optimization algorithms defined in terms of other optimization problems?
- 26 Good examples of "two is easy, three is hard" in computational sciences
- 24 How does the L-BFGS work?
- 22 Why not use the "normal equations" to find simple least squares coefficients?
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