نتایج جستجو برای: local unimodal sampling
تعداد نتایج: 736152 فیلتر نتایج به سال:
While the forward trajectory of a point in discrete dynamical system is always unique, general can have infinitely many backward trajectories. The union limit points all trajectories through $x$ was called by M.~Hero "special $\alpha$-limit" ($s\alpha$-limit for short) $x$. In this article we show that there hierarchy $s\alpha$-limits under iterations S-unimodal map: size $s\alpha$-limit increa...
7 Recruitment is a key demographic process for population persistence. This paper focuses on 8 barnacle (Semibalanus balanoides) recruitment. In rocky intertidal habitats from the Gulf of St. 9 Lawrence coast of Nova Scotia (Canada), ice scour is common during the winter. At the onset of 10 intertidal barnacle recruitment in early May (after sea ice has fully melted), mostly only adult 11 barna...
In this article, we introduce a new extension of the Kumaraswamy (Ku) model, which is called Kavya Manoharan (KMKu) model. The shape forms pdf for KMKu model various values parameters are similar to Ku It can be asymmetric, such as bathtub, unimodal, increasing and decreasing. addition, hrf U-shaped, J-shaped increasing. Several statistical computational properties were computed. Four different...
The interlace polynomial q was introduced by Arratia, Bollobás, and Sorkin. It encodes many properties of the orbit of a graph under edge local complementation (ELC). The interlace polynomial Q, introduced by Aigner and van der Holst, similarly contains information about the orbit of a graph under local complementation (LC). We have previously classified LC and ELC orbits, and now give an enume...
Systems of strongly coupled chaotic maps generically exhibit collective behavior emerging out of extensive chaos. We show how the well-known renormalization group (RG) of unimodal maps can be extended to the coupled systems, and in particular to coupled map lattices (CMLs) with local diffusive coupling. The RG relation derived for CMLs is nonperturbative, i.e., not restricted to a particular cl...
Abstract Ambient forcing is a novel method to sample random states from manifolds of differential-algebraic equations (DAE). These can represent local perturbations nodes in power systems with loads, which introduces constraints into the system. must be valid initial conditions DAE, meaning that they fulfill algebraic equations. Additionally, these should individual variables grid, such as pert...
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