PRINCIPLES AND APPLICATIONS IN DENTAL RESEARCH

OHL with OHIP-14 impacts persisted in multivariate analysis: Problem Rate Ratio (PRR) = 0.91 (95% CL = 0.86, 0.98)for one SD change in OHL. Stratification by race revealed effect-measure modification: Whites–PRR = 1.01 (95% CL= 0.91 , 1.11); AA–PRR = 0.86 (95% CL = 0.77, 0.96).Conclusi[r]

industry boundaries. In particular, the proliferation of digital technology intocommunications results in an effective convergence of computing,communications, and entertainment (programming) industries that raises newquestions about fairness, competitive conduct, and other conc[r]

the question of regularity. Actually using distributional operators, it was shown that somefunctional equations in distributions reduce to the classical ones when the solutions arelocally integrable functions 1–4.Another approach to distributional analogue for functional equations is via th[r]

The research shed light on agricultural development policies in Thailand, especially key points in agricultural extension policies, agricultural support, rural industrialization policies, modern scientific applications, foreign investment in agriculture, and then drawing some policies in sustainable[r]

according to the criteria described by the World HealthOrganization, WHO [25]. DMFT was computed as thesum of decayed, missed and filled teeth. Examined stu-dents were categorized into those who were caries freeDMFT = 0 and those with caries experience DMFT>0.Lesions were record[r]

1. IntroductionWe start with a short presentation of the notion of an iterated function system IFS, one of themost common and most general ways to generate fractals. This will serve as a framework forour generalization of an iterated function system.Then, we introduce the notion of a GIFS,[r]

[3] B. Opic and A. Kufner, Hardy-Type Inequalities, vol. 219 of Pitman Research Notes in MathematicsSeries, Longman Scientific & Technical, Harlow, UK, 1990.[4] G. A. Chechkin, “Averaging of boundary value problems with singular perturbation of theboundary conditions,” Ru[r]

I,H)→(I,H)issaidtobenonexpansive if H(TA, TB) ≤ H(A,B)forallA,B∈ I.Within the past 20 years or so, a few researchers have applied the Mann iterationmethod and the Ishikawa iteration method to approximate fixed points of nonexpansivemappings in several classes of subsets of Banach spaces[r]

2–4, 7, 8 essentially since the following facts hold.1 Theorem 3.1 and Corollary 3.2 give strong convergence results in p-uniformlyconvex Banach spaces for the modification of Mann iteration scheme in contrastto the weak convergence result in 2, Theorem 3.1, 3, Theo[r]

Series B, vol. 18, no. 4, pp. 423–428, 1997.[2] L. Deng, “Convergence of the Ishikawa iteration process for nonexpansive mappings,” Journal ofMathematical Analysis and Applications, vol. 199, no. 3, pp. 769–775, 1996.[3] G. Emmanuele, “Convergence of the Mann-Ishikawa iterative process[r]

AbstractBackground: Dental caries, dental pain and reported oral problems influence people's oral quality of lifeand thus their perceived need for dental care. So far there is scant information as to the psychosocialimpacts of dental diseases and the perceiv[r]

Hindawi Publishing CorporationJournal of Inequalities and ApplicationsVolume 2011, Article ID 401428, 11 pagesdoi:10.1155/2011/401428Research ArticleA Hilbert-Type Integral Inequality in the WholePlane with the Homogeneous Kernel of Degree −2Dongmei Xin and Bicheng YangDe[r]

ized augmented Lagrangian function. As an application, an approximate KKT optimalitycondition is obtained for a kind of approximate solutions to the generalized augmentedLagrangian problem. We prove that the approximate stationary points of the generalizedaugmented Lagrangian problem converge to tha[r]

2. Do the very best you can.3. Analyze your own mistakes and criticizeyourself.Prevent Fatigue and Worry andKeep Your Energy and Spirits High1. Rest before you get tired.2. Learn to relax at your work.3. Protect your health and appearance byrelaxing at home.4. Apply these[r]

Thiết bị di động là một công cụ mạnh mẽ để hiểu hành vi tổng hợp của người tiêu dùng
Dữ liệu vị trí di động cung cấp một giải pháp chi tiết cho sự hiểu biết của người tiêu dùng. Kết hợp sự hiểu biết này với các bộ dữ liệu khác đang giúp giải quyết các vấn đề kinh doanh và đạt được các mục tiêu trên[r]

f.Thisevidently completes the proof of Theorem 3.2.By setting δ  0inTheorem 3.2, we receive the following result.Corollary 3.3. If the function fz ∈Tnp is in the class K0n,pλ, α, μ.ThenK0n,pλ, α, μ ⊂Nεn,pg,f, 3.10where gz is given by 1.13 and the parameter ε is the gi[r]

Hindawi Publishing CorporationJournal of Inequalities and ApplicationsVolume 2008, Article ID 581849, 15 pagesdoi:10.1155/2008/581849Research ArticleConnectedness and Compactness ofWeak Efficient Solutions for Set-ValuedVector Equilibrium ProblemsBin Chen, Xun-Hua Gong, and