Analiza magnetnog polja i privlačne sile elektromagnetnog separatora metodom konačnih elemenata by Željko V. Despotović, Đorđe M. Lekić

“…U radu je data analiza magnetnog polja i privlačne elektromagnetne sile snažnog elektromagneta koji se koristi u sklopu elektromagnetnog separatora (EMS) za izdvajanje metalnih delova na transportnim trakama na dopremi uglja. …”
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Determination of n-acetyl β-d glucosaminidase enzyme activity in bovine milk for the early diagnosis of subclinical mastitis by Mehmet Nizamlıoğlu, Leyla Kalaycıoğlu, Dursun Ali Dinç, Osman Erganiş, Firuze Özeren

“…<p> NAG ase activity was found 33.08±4.62 U/L and 90.70±11.98 in healty and mastitic milk sampes respectively and differences were found statistically significant (P<0.05).…”
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On the Existence of Solutions for a Class of Schrödinger–Kirchhoff-Type Equations with Sign-Changing Potential by Guocui Yang, Jianwen Zhou, Shengzhong Duan

“…In this paper, we consider the following Kirchhoff problem −a+b∫R3∇u2dxΔu+λVxu=up−2u, in R3u∈H1R3 where a,b>0 are constants, λ is a positive parameter, and 4<p<6. …”
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p-Adic Fractional Pseudodifferential Equations and Sobolev Type Spaces over p-Adic Fields by Bo Wu

“…If v is a Bruhat-Schwartz function, then there exists a distribution Eα, a fundamental solution, such that u=Eα*v is a solution. We also show that the solution u belongs to a certain Sobolev space. …”
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Boundedness and monotonicity of principal eigenvalues for boundary value problems with indefinite weight functions by G. A. Afrouzi

“…., eigenvalues corresponding to positive eigenfunctions) for the boundary value problem: −Δu(x)=λg(x)u(x), x∈D;(∂u/∂n)(x)+αu(x)=0, x∈∂D, where Δ is the standard Laplace operator, D is a bounded domain with smooth boundary, g:D→ℝ is a smooth function which changes sign on D and α∈ℝ. …”
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Shipping Law, 5th Edition by Adriana Vincenca Padovan

“…Prvo izdanje ove knjige autori su objavili davne 1990. godine. Budući da se u proteklih osam godina od prethodnog četvrtog izdanja objavljenog 2016. godine u pomorskom pravu mnogo toga promijenilo, izmjene i dopune su opsežne, a profesor Davies u cijelosti je samostalno uredio ovo izdanje.…”
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On generalized heat polynomials by C. Nasim

“…We consider the generalized heat equation of nth order ∂2u∂r2+n−1r∂u∂r−α2r2u=∂u∂t. If the initial temperature is an even power function, then the heat transform with the source solution as the kernel gives the heat polynomial. …”
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Some invariant theorems on geometry of Einstein non-symmetric field theory by Liu Shu-Lin, Xu Sen-Lin

“…It is shown that under the transformation TΛ:Uikℓ→U¯ikℓ≡Uikℓ+δiℓΛk−δkℓΛi, curvature tensor Skℓmi(U), Ricci tensor Sik(U), and scalar curvature S(U) are all invariant, where Λ=Λjdxj is a closed 1-differential form on an n-dimensional manifold M.…”
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Multiple Positive Solutions for Semilinear Elliptic Equations with Sign-Changing Weight Functions in ℝ𝑁 by Tsing-San Hsu

“…Existence and multiplicity of positive solutions for the following semilinear elliptic equation: −Δ𝑢+𝑢=𝑎(𝑥)|𝑢|𝑝−2𝑢+𝜆𝑏(𝑥)|𝑢|𝑞−2𝑢 in ℝ𝑁, 𝑢∈𝐻1(ℝ𝑁), are established, where 𝜆>0,1<𝑞<2<𝑝<2∗(2∗=2𝑁/(𝑁−2) if 𝑁≥3,2∗=∞ if 𝑁=1,2), 𝑎, 𝑏 satisfy suitable conditions, and 𝑏 maybe changes sign in ℝ𝑁. …”
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ANTE GLAVIČIĆ – USPOMENE NA NAŠU SURADNJU I PRIJATELJSTVO by ANĐELKO MIJATOVIĆ

“…U tekstu se svjedoči i u kakvim je ideološkim i općim prilikama Glavičić djelovao te kako je osmišljavao i strpljivo rješavao probleme koji su mu se u višestrukom radu nametali.…”
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Plovilo na vezu nije opasna stvar : [prikaz presude] by Vesna Skorupan Wolff

“…Brodovi ili brodice dok plove same po sebi, u pravilu, ne predstavljaju opasnost. Opasnost mogu predstavljati određene djelatnosti na brodu ili brodici ili u vezi s njima. …”
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An Orlicz-Besov Poincaré Inequality via John Domains by Hongyan Sun

“…For α∈(-n,0) and optimal ϕ, via John domains, we establish criteria for bounded domains Ω⊂Rn supporting an Orlicz-Besov Poincaré inequality. ‖u-uΩ‖Ln/|α|(Ω)≤C‖u‖B˙⁎α,ϕ(Ω)  ∀u∈B˙⁎α,ϕ(Ω). This extends the known criteria for bounded domains supporting Sobolev-Poincaré inequality and its fractional analogue.…”
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Stability of a Second Order of Accuracy Difference Scheme for Hyperbolic Equation in a Hilbert Space by Allaberen Ashyralyev, Mehmet Emir Koksal

“…The initial-value problem for hyperbolic equation d2u(t)/dt2+A(t)u(t)=f(t)(0≤t≤T), u(0)=ϕ,u′(0)=ψ in a Hilbert space H with the self-adjoint positive definite operators A(t) is considered. …”
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The Bifurcation Curves of a Category of Dirichlet Boundary Value Problems by Huizeng Qin, Youmin Lu

“…We study the Dirichlet boundary value problem u″t+λfut=0,−1<t<1,u−1=u1=0, generally and develop a schema for determining the relationship between the values of its parameters and the number of positive solutions. …”
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Utjecaj anestezije na kirurški stresni odgovor by Marcela Čučković, Jasminka Peršec

“…Odabir anesteziološke tehnike ima veliku ulogu u modulaciji stresnog odgovora. Anesteziološki lijekovi različito djeluju na izlučivanje hormona stresa, metabolizam i upalne reakcije u organizmu. …”
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Eksperimentalna validacija teorijskih predikcija za izvijanje vitkih štapova by Leo Škec, Nikolina Šuput, Nina Čeh

“…Obzirom da se takvim postupkom ne može odrediti elastičnu liniju nosača nakon što nastupi izvijanje, u ovom radu je korištena geometrijski nelinearna teorija za određivanje ravnotežnih oblika štapa u post- kritičnoj fazi s pripadajućim osnim opterećenjem. …”
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Variational inequalities for energy functionals with nonstandard growth conditions by Martin Fuchs, Li Gongbao

“…We consider the obstacle problem {minimize????????I(u)=?OG(?u)dx??among functions??u:O?Rsuch?that???????…”
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OSOBINE PRVOSTEPENOG PARNIČNOG POSTUPKA KOD PONIŠTAJA REŠENJA O OTKAZU UGOVORA O RADU by Radoje Brković, Mirjana Popović

“…Spor radi poništaja rešenja o otkazu predstavlja jedan od individualnih radnih sporova koji je najčešći u sudskoj praksi. U našem pravu sporovi iz radnih odnosa rešavaju se prema opštim pravilima parničnog postupka uz izvesne specifičnosti koje su propisane u posebnoj glavi zakona koji uređuje parnični postupak. …”
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On the critical behavior for a Sobolev-type inequality with Hardy potential by Jleli, Mohamed, Samet, Bessem

“…We investigate the existence and nonexistence of weak solutions to the Sobolev-type inequality $ -\partial _t(\Delta u)-\Delta u+ \frac{\sigma }{|x|^2}u \ge |x|^{\mu }|u|^p$ in $(0,\infty )\times B$, under the inhomogeneous Dirichlet-type boundary condition $u(t,x)=f(x)$ on $(0,\infty )\times \partial B$, where $B$ is the unit open ball of $\mathbb{R}^N$, $N\ge 2$, $\sigma >-\bigl (\frac{N-2}{2}\bigr )^2$, $\mu \in \mathbb{R}$ and $p>1$. …”
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