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15
316
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Applying Newton-Raphson method for Bézier curve

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#numerical-methods #computational-mathematics #cubics #newton-raphson
81
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Total bits of accuracy gained per iteration with Newton's Method?

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#numerical-methods #algorithms #newton-raphson
86
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Error estimation of a simple case of the Newton-Raphson method

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#numerical-methods #newton-raphson
128
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Boyd & Vandenberghe, page 488 — convergence analysis of Newton's method

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#convergence-divergence #optimization #convex-optimization #numerical-optimization #newton-raphson
36
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Optimization function using it's first order expansion

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#multivariable-calculus #optimization #taylor-expansion #gradient-descent #newton-raphson
45
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Convergence analysis of quadratically convergent phase for Newton method in Boyd & Vandenberghe's Convex Optimization

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#convergence-divergence #convex-optimization #cauchy-schwarz-inequality #numerical-optimization #newton-raphson
236
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Initial guess in Newton-Raphson method.

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#discrete-mathematics #polynomials #functional-equations #newton-raphson #legendre-polynomials
66
Views

What's the name of the property that leads to Newton's Fractal? For rational maps, regions contain either 1 limiting behavior or all

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#polynomials #fractals #newton-raphson
173
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Best initial guess for Newton-Raphson method to find a real root of the cubic polynomial

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#roots #cubics #newton-raphson
62
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solving a quadratic with tensor coefficients

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#quadratics #matrix-equations #symmetric-matrices #newton-raphson #quadratic-programming
43
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Single variable logistic regression

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#newton-raphson #logistic-regression
43
Views

Newton-Kantorovich theorem insufficient when the Jacobian is singular at solution

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#real-analysis #numerical-methods #singularity #newton-raphson
68
Views

Time Complexity of this unconstrained optimization problem

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#optimization #convex-optimization #newton-raphson
67
Views

Taylor approximation of $\phi_1(\lambda) = \frac{1}{\sqrt{\psi(\lambda)}} - \frac{\sigma}{\lambda}$

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#linear-algebra #optimization #taylor-expansion #newton-raphson #linear-approximation
122
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Show that Newton update in two variables converges

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#linear-algebra #multivariable-calculus #optimization #newton-raphson #contraction-operator

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