نتایج جستجو برای: rn
تعداد نتایج: 11888 فیلتر نتایج به سال:
In this paper, we provide several Arzelà–Ascoli-type results on the space of all continuous functions from a Tychonoff X into fuzzy sets Rn, (FUSCB(Rn),Hend), which are upper semi-continuous and have bounded support endowed with endograph metric. Namely, obtain positive when is considered to be kr-space C(X,(FUSCB(Rn),Hend)) compact open topology, as well assume that pseudocompact equipped unif...
Occupancy models represent a useful tool to estimate species distribution throughout the landscape. Among them, MacKenzie et al.’s model (2002, MC), is frequently used infer environmental responses. However, assumption that detection probability homogeneous or fully explained by covariates may limit its performance. Species should be more easily observed at sites with higher number of individua...
ẋ = f (t, x) + g(t, x)u (1.1) x ∈ Rn, t 0, u ∈ U where f (t, x) and g(t, x) are C0 mappings on R+ × Rn , locally Lipschitz with respect to x ∈ Rn , with f (t, 0) = 0 for all t 0 and U ⊆ Rm is a convex set that contains 0 ∈ Rm . Our objective is to give necessary and sufficient conditions for the existence of a C0 function k : R+ × Rn → U , with k(·, 0) = 0, k(t, x) being locally Lipschitz with ...
respectively, where F : [0,T]×D→ (Rn) is amultivaluedmap,D = {ψ : [−r,0]→Rn; ψ is continuous everywhere except for a finite number of points t̃ at which ψ(t̃−) and ψ(t̃+) exist with ψ(t̃−)= ψ(t̃)}, φ ∈D, p : [0,T]→R+ is continuous, η ∈Rn, (Rn) is the family of all nonempty subsets of Rn, 0 < r < ∞, 0 = t0 < t1 < ··· < tm < tm+1 = T , Ik, Jk : Rn → Rnk = 1, . . . ,m are continuous functions. y(t− k )...
author team: Michel d. landry Pt, Phd; Mandy McGlynn BSc Pt, MSc; edith ng ot reg. (ont); angie andreoli BSc (Pt), MSc; tess devji ot reg. (ont); Cheryl Bower Mn rn(eC); anita Goyal, ot reg. (ont); Sylvia Haycock ot reg. (ont); Jamie a. Young Pt; diane leber rn, etn, BScn; Kristina Guy Pt, BSc(HK), BScPt, MSc(c); anita Vanderwerf rn; Jackie Wright rn, BScn; Suzanne iafolla MPt; ian M. Horne rn,...
Let δa be a nontrivial dilation. We show that every complete norm ‖ · ‖ on L1(RN ) that makes δa from (L1(RN ), ‖ · ‖) into itself continuous is equivalent to ‖ · ‖1. δa also determines the norm of both C0(R ) and Lp(RN ) with 1 < p < ∞ in a weaker sense. Furthermore, we show that even all the dilations do not determine the norm on L∞(RN ).
We study the circular motion of charged particles near a black hole. The general form Lyapunov exponent is obtained by using Jacobian matrix. results show that chaos bound can be saturated on horizon. By further expanding horizon and investigating Reissner-Nordstr\"om(RN) holes with different $M/Q$, we find in contrast to static equilibrium, have larger due existence angular momentum. For RN wh...
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