Pages that link to "Item:Q618160"
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The following pages link to On the distribution of the ratio of the largest eigenvalue to the trace of a Wishart matrix (Q618160):
Displaying 18 items.
- On the Tracy-Widom approximation of Studentized extreme eigenvalues of Wishart matrices (Q272083) (← links)
- Accuracy of the Tracy-Widom limits for the extreme eigenvalues in white Wishart matrices (Q408106) (← links)
- The smallest eigenvalue of a large dimensional Wishart matrix (Q1074943) (← links)
- Distribution of the ratio of two Wishart matrices and cumulative probability evaluation by the holonomic gradient method (Q1742747) (← links)
- Estimating tail probabilities of the ratio of the largest eigenvalue to the trace of a Wishart matrix (Q1750003) (← links)
- On stochastic majorization of the eigenvalues of a Wishart matrix (Q1914242) (← links)
- Asymptotic joint distribution of extreme eigenvalues and trace of large sample covariance matrix in a generalized spiked population model (Q1996762) (← links)
- Roy's largest root under rank-one perturbations: the complex valued case and applications (Q2008213) (← links)
- Distribution of the largest eigenvalue for real Wishart and Gaussian random matrices and a simple approximation for the Tracy-Widom distribution (Q2015056) (← links)
- Unsupervised streaming anomaly detection for instrumented infrastructure (Q2247452) (← links)
- The Tracy-Widom limit for the largest eigenvalues of singular complex Wishart matrices (Q2426602) (← links)
- Random matrix theory in statistics: a review (Q2453609) (← links)
- Largest Schmidt eigenvalue of random pure states and conductance distribution in chaotic cavities (Q3301211) (← links)
- Log-gamma directed polymer with one free end via coordinate Bethe Ansatz (Q3303111) (← links)
- The distribution of the ratio of independent central wishart determinants (Q3473226) (← links)
- (Q4686275) (← links)
- Tracy–Widom method for Jánossy density and joint distribution of extremal eigenvalues of random matrices (Q5021736) (← links)
- Recursion scheme for the largest $\beta$ -Wishart–Laguerre eigenvalue and Landauer conductance in quantum transport (Q5872681) (← links)