Pages that link to "Item:Q650692"
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The following pages link to An acceleration method for ten Berge et al.'s algorithm for orthogonal INDSCAL (Q650692):
Displaying 8 items.
- Some new results on orthogonally constrained Candecomp (Q649165) (← links)
- DINDSCAL: direct INDSCAL (Q746222) (← links)
- INDSCAL model: geometrical interpretation and methodology (Q959166) (← links)
- Some clarifications of the TUCKALS2 algorithm applied to the IDIOSCAL problem (Q1897140) (← links)
- Properties of individual differences scaling and its interpretation (Q2165842) (← links)
- Generalized GIPSCAL re-revisited: a fast convergent algorithm with acceleration by the minimal polynomial extrapolation (Q2442796) (← links)
- The assumption of proportional components when Candecomp is applied to symmetric matrices in the context of INDSCAL (Q2517907) (← links)
- Speeding up the convergence of the alternating least squares algorithm using vector \(\varepsilon\) acceleration and restarting for nonlinear principal component analysis (Q6104411) (← links)
