Pages that link to "Item:Q4923236"

The following pages link to The Circular Law. Thirty years later (Q4923236):

Displaying 18 items.

• Canonical equations \(K_{62}\), \(K_{63}\), \(K_{64}\) and \(K_{65}\) for random non-Hermitian matrices \(A+B(U+\gamma H)C\), the upturned stools law, the upturned stool without seat law and doughnut law density (Q254484) (← links)
• The canonical equations \(K_{66}\), \(K_{67}\), \(K_{68}\) and \(K_{69}\) (Q311069) (← links)
• Ten years of LIFE (Q311070) (← links)
• VICTORIA transform, RESPECT and REFORM methods for the proof of the \(G\)-elliptic law under \(G\)-Lindeberg condition and twice stochastic condition for the variances and covariances of the entries of some random matrices (Q778254) (← links)
• From the first rigorous proof of the circular law in 1984 to the circular law for block random matrices under the generalized Lindeberg condition (Q1635516) (← links)
• The method of perpendiculars of finding estimates from below for minimal singular eigenvalues of random matrices (Q1635517) (← links)
• VICTORIA transform, RESPECT and REFORM methods for the proof of the \(G\)-permanent pencil law under \(G\)-Lindeberg condition for some random matrices from \(G\)-elliptic ensemble (Q2042920) (← links)
• The main probability \(G\)-density of the theory of non-Hermitian random matrices, VICTORIA transform, RESPECT and REFORM methods (Q2121581) (← links)
• The \(G\)-pencil law under \(G\)-Lindeberg condition. The canonical equation \(K_{98}\) and \(G\)-logarithmic law (Q2121582) (← links)
• \(V\)-density for eigenvalues of random block matrices with independent blocks whose entries have different variances and expectations (Q2334795) (← links)
• The respect method. Simple proof of finding estimates from below for minimal singular eigenvalues of random matrices whose entries have zero means and bounded variances (Q2334796) (← links)
• \(\mathrm{V}\)-law for random block matrices under the generalized Lindeberg condition (Q2334797) (← links)
• Circular law theorem for random Markov matrices (Q2428509) (← links)
• Circular law for sparse random regular digraphs (Q2659439) (← links)
• Some results on random circulant matrices (Q2900957) (← links)
• (Q3160278) (← links)
• The V-density of eigenvalues of non symmetric random matrices and rigorous proof of the strong Circular law (Q4396203) (← links)
• The Strong Circular Law. Twenty years later. Part II (Q4677084) (← links)