Results 1 to 10 of about 2,107,366 (284)
Small deviations for admixture additive & multiplicative processes [PDF]
Journal of Inequalities and Applications, 2018 Define the admixture additive processes Xγ,H,αa1,a2,a3,a4(t)≜a1B(t1)+a2Wγ(t2)+a3BH(t3)+a4Sα(t4)∈R, $$\mathbb{X}^{a_{1}, a_{2}, a_{3}, a_{4}}_{\gamma,H,\alpha}(\mathrm{t})\triangleq a_{1}B(t_{1})+a_{2}W_{\gamma}(t_{2})+a_{3}B_{H}(t_{3})+a_{4}S_{\alpha}(t_{
Mingjie Liang, Bingyao Wu
doaj +6 more sources
Small deviations of iterated processes in the space of trajectories [PDF]
Open Mathematics, 2013 We derive logarithmic asymptotics of probabilities of small deviations for iterated processes in the space of trajectories. We find conditions under which these asymptotics coincide with those of processes generating iterated processes.
Frolov Andrei
doaj +2 more sources
$L_2$-Small Deviations for Weighted Stationary Processes [PDF]
Mathematika, 2018 We find logarithmic asymptotics of $L_2$-small deviation probabilities for weighted stationary Gaussian processes (both for real and complex-valued) having power-type discrete or continuous spectrum.
Lifshits, Mikhail, Nazarov, Alexander
core +4 more sources
Small deviations for beta ensembles
Electronic Journal of Probability, 2009 We establish various small deviation inequalities for the extremal (soft edge) eigenvalues in the beta-Hermite and beta-Laguerre ensembles. In both settings, upper bounds on the variance of the largest eigenvalue of the anticipated order follow ...
Ledoux, Michel, Rider, Brian
core +8 more sources
Small deviations for fractional stable processes [PDF]
Annales de l'Institut Henri Poincare (B) Probability and Statistics, 2003 Let R be a symmetric a-stable Riemann-Liouville process with Hurst parameter H > 0. Consider ||.|| a translation invariant, b-self-similar, and p-pseudo-additive functional semi-norm.
Lifshits, Mikhail. A., Simon, Thomas
core +7 more sources
On large deviations for small noise It\^o processes [PDF]
Advances in Applied Probability, 2014 The large deviation principle in the small noise limit is derived for solutions of possibly degenerate It\^o stochastic differential equations with predictable coefficients, which may depend also on the large deviation parameter.
Chiarini, Alberto, Fischer, Markus
core +3 more sources
Small deviations in kinematics and body form dictate muscle performances in the finely tuned avian downstroke [PDF]
eLifeAvian takeoff requires peak pectoralis muscle power to generate sufficient aerodynamic force during the downstroke. Subsequently, the much smaller supracoracoideus recovers the wing during the upstroke.
Marc E Deetjen +4 more
doaj +2 more sources
Hierarchical theory of quantum adiabatic evolution
New Journal of Physics, 2014 Quantum adiabatic evolution is a dynamical evolution of a quantum system under slow external driving. According to the quantum adiabatic theorem, no transitions occur between nondegenerate instantaneous energy eigenstates in such a dynamical evolution ...
Qi Zhang, Jiangbin Gong, Biao Wu
doaj +2 more sources
Small Deviations of Gaussian Random Fields in $L_q$--Spaces
Electronic Journal of Probability, 2006 We investigate small deviation properties of Gaussian random fields in the space $L_q(\R^N,\mu)$ where $\mu$ is an arbitrary finite compactly supported Borel measure.
Lifshits, Mikhail +2 more
core +6 more sources
The technique of determining the small angular deviations by an electrostatic sensor
St. Petersburg Polytechnical University Journal: Physics and Mathematics, 2022 Some methods for determining small angular deviations have been considered on the example of building objects. The design of an electrostatic cylindrical sensor was put forward, and the use of force action of an electric field was proposed in order to ...
Pshchelko Nikolay, Tsareva Olga
doaj +1 more source