Pages that link to "Item:Q2040067"
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The following pages link to Compound Poisson approximation for regularly varying fields with application to sequence alignment (Q2040067):
Displaying 14 items.
- Algorithm for statistical alignment of two sequences derived from a Poisson sequence length distribution (Q1868713) (← links)
- Extreme eigenvalue statistics of \(m\)-dependent heavy-tailed matrices (Q2077358) (← links)
- Limit theorems for branching processes with immigration in a random environment (Q2093407) (← links)
- The tail process and tail measure of continuous time regularly varying stochastic processes (Q2121643) (← links)
- Tail measures and regular variation (Q2144349) (← links)
- Palm theory for extremes of stationary regularly varying time series and random fields (Q2688190) (← links)
- Poisson approximations for conditional <i>r</i>-scan lengths of multiple renewal processes and application to marker arrays in biomolecular sequences (Q4529147) (← links)
- On the continuity of Pickands constants (Q5067218) (← links)
- On maxima of stationary fields (Q5205952) (← links)
- The harmonic mean formula for random processes (Q6046013) (← links)
- On extremes of random clusters and marked renewal cluster processes (Q6159617) (← links)
- On Berman functions (Q6204675) (← links)
- Point process convergence for symmetric functions of high-dimensional random vectors (Q6536819) (← links)
- Shift-invariant homogeneous classes of random fields (Q6614349) (← links)
