Pages that link to "Item:Q1943760"

The following pages link to Functional central limit theorems for sums of nearly nonstationary processes (Q1943760):

Displaying 18 items.

• Epidemic change tests for the mean of innovations of an AR(1) process (Q273782) (← links)
• Asymptotic results for polygonal processes related to an autoregression (Q393009) (← links)
• Functional central limit theorem for heavy tailed stationary infinitely divisible processes generated by conservative flows (Q482839) (← links)
• Functional central limit theorems for self-normalized partial sums of linear processes (Q647160) (← links)
• Hölderian weak invariance principle under a Hannan type condition (Q898409) (← links)
• Functional central limit theorems for triangular arrays of function-indexed processes under uniformly integrable entropy conditions (Q1368844) (← links)
• Testing epidemic change in nearly nonstationary process with statistics based on residuals (Q1685200) (← links)
• Hölderian weak invariance principle under the Maxwell and Woodroofe condition (Q1994033) (← links)
• CQR-based inference for the infinite-variance nearly nonstationary autoregressive models (Q2113611) (← links)
• Testing mean changes by maximal ratio statistics (Q2135581) (← links)
• A functional non-central limit theorem for multiple-stable processes with long-range dependence (Q2196387) (← links)
• On the asymptotic of the maximal weighted increment of a random walk with regularly varying jumps: the boundary case (Q2243910) (← links)
• Functional CLT for nonstationary strongly mixing processes (Q2288740) (← links)
• A Hölderian functional central limit theorem for a multi-indexed summation process (Q2372470) (← links)
• Testing change in the variance with epidemic alternatives (Q2816840) (← links)
• The Different Asymptotic Regimes of Nearly Unstable Autoregressive Processes (Q2956056) (← links)
• On Bernstein–Kantorovich invariance principle in Hölder spaces and weighted scan statistics (Q5110217) (← links)
• (Q5441103) (← links)