Confidence bands for spectral characteristics [Abstract of thesis]
Configurations of balls in Euclidean space that Brownian motion cannot avoid.
Confinement of the two dimensional discrete Gaussian free field between two hard walls.
Confirmation of Matheron's conjecture on the covariogram of a planar convex body
Conformal Martingales.
Conformal martingales and analytic functions.
Conformal restriction and related questions.
Conjugate Characterizations of H1 Dyadic Martingales.
Conjugate martingale transforms
Characterizations of H₁, BMO and VMO martingale spaces generated by bounded Vilenkin systems via conjugate martingale transforms are studied.
Conjugate transforms and limit theorems for semigroups
Connected allocation to Poisson points in .
Connection between ordinary multinomials, Fibonacci numbers, Bell polynomials and discrete uniform distribution.
Connectivity and Supernormality Results for Hypergroups.
Connectivity bounds for the vacant set of random interlacements
The model of random interlacements on ℤd, d≥3, was recently introduced in [Vacant set of random interlacements and percolation. Available at http://www.math.ethz.ch/u/sznitman/preprints]. A non-negative parameter u parametrizes the density of random interlacements on ℤd. In the present note we investigate connectivity properties of the vacant set left by random interlacements at level u, in the non-percolative regime u>u∗, with u∗ the non-degenerate critical parameter for the percolation...
Connexions et martingales dans les groupes de Lie
Consensus of heterogeneous multi-agent systems with uncertain DoS attack: Application to mobile stage vehicles
In this paper, the consensus of heterogeneous multi-agent systems (MASs) with uncertain Deny-of-Service (DoS) attack strategies is studied. In our system, all agents are time synchronized and they communicate with each other with a constant sampling period normally. When the system is under attack, all agents use the hold-input mechanism to update the control protocol. By assuming that the attack duration is upper bounded and the occurrence of the attack follows a Markovian jumping process, the...
Conservation methods in queuing theory
Conservation property of symmetric jump processes
Motivated by the recent development in the theory of jump processes, we investigate its conservation property. We will show that a jump process is conservative under certain conditions for the volume-growth of the underlying space and the jump rate of the process. We will also present examples of jump processes which satisfy these conditions.
Consistency of a Certain Class of Empirical Density Functions.
Consistent minimal displacement of branching random walks.