Titlebook: Local Lyapunov Exponents; Sublimiting Growth R Wolfgang Siegert Book 2009 Springer-Verlag Berlin Heidelberg 2009 degenerate diffusion.exit

責(zé)難

PRO

MORPH

FLACK

積云

Local Lyapunov exponents,ing the random vector differential equation . we will use the equivalent notations . as before, where . solves the random matrix differential equation . The object of interest is the exponential growth rate . on the time scale .(ε). Any limit as ε → 0 of this rate will be called . of ..

配偶

echnic

ter than in the general population, and its occurrence is associated with immunosuppressive therapy. The reported incidence of posttransplant KS ranges from 0.5% to 5%, depending on the patient’s country of origin and the type of organ received, mainly after renal transplantation. Posttransplant KS

溺愛(ài)

ma-2 herpesvirus and the etiologic agent of three malignancies associated with immunosuppression. In contrast to KSHV, RRV displays robust lytic-phase growth in culture, replicating to high titer, and therefore holds promise as an effective model for studying primate gammaherpesvirus lytic gene tran

動(dòng)脈

先兆

Linear differential systems with parameter excitation,he derivative with respect to the “time” variable .. Such differential systems are called . or . linear systems; in the engineering literature the terminology . system is also used. The system matrix is assumed to be a continuous mapping defined on the state space of a Markov process which serves as