Pages that link to "Item:Q1103949"
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The following pages link to Large deviations for stationary Gaussian processes (Q1103949):
Displaying 42 items.
- A large deviation principle and an expression of the rate function for a discrete stationary Gaussian process (Q296503) (← links)
- On approximating the probability of a large excursion of a nonstationary Gaussian process (Q606004) (← links)
- Poincaré and log-Sobolev inequality for stationary Gaussian processes and moving average processes (Q819611) (← links)
- Moderate deviation principle for autoregressive processes (Q842914) (← links)
- Asymptotic normality of autoregressive processes (Q970502) (← links)
- The effect of memory on functional large deviations of infinite moving average processes (Q1004405) (← links)
- The large deviation principle for hypermixing processes (Q1096958) (← links)
- Large deviations for almost Markovian processes (Q1105901) (← links)
- Large deviation principles for stationary processes (Q1112438) (← links)
- Probability of a large rejection of a nonstationary Gaussian process. II (Q1113187) (← links)
- Large deviations for quadratic functionals of Gaussian processes (Q1368990) (← links)
- Large and moderate deviations for moving average processes (Q1612799) (← links)
- Persistence of Gaussian processes: non-summable correlations (Q1682497) (← links)
- Large deviations for noninteracting infinite-particle systems (Q1824274) (← links)
- On large deviations of empirical measures for stationary Gaussian processes (Q1899253) (← links)
- A large deviation principle for \(m\)-variate von Mises-statistics and \(U\)- statistics (Q1900327) (← links)
- Large deviations for quadratic forms of stationary Gaussian processes (Q1965869) (← links)
- Lifshitz tails at spectral edge and holography with a finite cutoff (Q2032509) (← links)
- Moderate deviations in a class of stable but nearly unstable processes (Q2306247) (← links)
- Estimation of the realized (co-)volatility vector: large deviations approach (Q2402430) (← links)
- Large deviation principle with generated pseudo measures (Q2565800) (← links)
- Stochastic limit-cycle oscillations of a nonlinear system under random perturbations (Q2657209) (← links)
- Sample path large deviations for squares of stationary Gaussian processes (Q2845221) (← links)
- The Discounted Berry-Esséen Analogue for Autoregressive Processes (Q2859308) (← links)
- The Discounted Large Deviation Principle for Autoregressive Processes (Q3017857) (← links)
- Cramer's Theorem for Certain Ergodic Processes in Banach Spaces (Q3739960) (← links)
- Large deviations for stationary Gaussian processes (Q3805540) (← links)
- Probabilities of large deviations for Gaussian vector processes (Q3980233) (← links)
- Large Deviation Results for Statistics of Short‐ and Long‐memory Gaussian Processes (Q4247979) (← links)
- Large deviations for generic stationary processes (Q4511582) (← links)
- Large deviations in the piecewise linear approximation of Gaussian processes with stationary increments (Q4891049) (← links)
- An explicit Schilder-type theorem for super-Brownian motions (Q4933092) (← links)
- Moderate Deviation Principles for Empirical Covariance in the Neighbourhood of the Unit Root (Q5177960) (← links)
- Large deviations and functional law for solutions of hyperbolic stochastic partial differential equations (Q5467633) (← links)
- Large deviations for quadratic functionals of stable Gauss–Markov chains and entropy production (Q5886949) (← links)
- [Russian Text Ignored] (Q5902914) (← links)
- Large deviations for Gibbs random fields (Q5903395) (← links)
- Large deviation theorems for Gaussian processes and their applications in information theory (Q5937964) (← links)
- Explicit bivariate rate functions for large deviations in AR(1) and MA(1) processes with Gaussian innovations (Q6090953) (← links)
- Large deviation principle for linear processes generated by real stationary sequences under the sub-linear expectation (Q6170131) (← links)
- On the specific relative entropy between martingale diffusions on the line (Q6177609) (← links)
- Uniform large deviation principle for the solutions of two-dimensional stochastic Navier-Stokes equations in vorticity form (Q6589684) (← links)
