Perturbation theories based on it offer three substantial advantages: they yield the transformation of state variables in an explicit form; in a function of the original variables, substitution of the new variables consists simply of an iterative procedure involving only explicit chains of Poisson ...
link_metro — Returns a trigger that is 1 on the beat and 0 otherwise along with beat, phase, and time for this session of Ableton Link. link_peers — Returns the number of peers in the session. link_tempo_get — Returns the current tempo of the global network Ableton Link session...
with zero-inflated generalized linear models with a Poisson distribution to account for the count nature of the data and high number of infants who produced no examples of reduplicated or variegated babble. Recording duration was used as an offset which accounts for differences in recording times by...
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Calculations to determine the frequency of B-cell precursors that develop into IgA- secreting B cells were based on the Poisson distribution analysis described previously.5 Determination of direct interaction between LF and TbRIII by ELISA and immunoprecipitation. For the determination by ELISA, 2 mg...
The role of individual subunits in the targeting and function of the mammalian BRG1-associated factors (BAF) complex in embryonic stem cell (ESC) pluripotency maintenance has not yet been elucidated. Here we find that the Bromodomain containing protein 9
anchors was reduced, while the decrease was modest than that of CTCF binding reduction at either one anchor by CTCF-s gain-of-function; however, in those loops where CTCF binding was unaltered, loop intensity decreased the least (Fig.3h). For example, decreased CTCF loop frequency at the...
Based on the Lyapunov function method and Krasnosel'skii's method of canonical domains, a sufficient condition for the existence of Poisson bounded solutions is obtained.doi:10.1134/S0001434620110097K. S. LapinPleiades Publishing LtdMathematical Notes...
vector Lyapunov functionKrasnoselskii canonical domainPoisson boundedness of solutionpartial Poisson boundedness of a solutionnonnegativity of solutionBased on the synthesis of the method of vector Lyapunov functions and the method of Krasnoselskii canonical domains, a sufficient condition for ...
In fact, it gives the Bargmann-Segal holomorphic function realization. For non-linear problems in general, however, the operators \\\(\\\hat p_j ,q_k \\\) form a reducible set on any subspace of ℋ invariant under the action of the Hamiltonian. In particular this happens for \\\(...