Le monde Gothique de Le Fanu : cryptonymes et mots étrangers by Christine Berthin

“…Foreign words and foreign names are an essential part of this poetic: their function is not denotative, and they do not contribute to surface meaning. …”
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Characterization of Multiplicative Lie Triple Derivations on Rings by Xiaofei Qi

“…Let R be a ring having unit 1. Denote by ZR the center of R. Assume that the characteristic of R is not 2 and there is an idempotent element e∈R such that aRe=0⇒a=0  and  aR1-e=0⇒a=0. …”
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On a Stability of Logarithmic-Type Functional Equation in Schwartz Distributions by Jae-Young Chung

“…As a distributional analogue of the above inequality, the stability of inequality ∥u∘(x+y)-v∘(xy)-w∘(1/x+1/y)∥≤ϵ will be proved, where u,v,w∈𝒟'(ℝ+) and ∘ denotes the pullback of distributions.…”
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The Feminine Figures of the Kingis Quair:Literary and Historical Metamorphoses by Blaise Douglas

“…Les représentations de Vénus et de Minerve, aux discours très chrétiens de par leur forme, dénotent également une vision originale des personnages féminins.…”
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Optimization of Harvesting Fish Return From Norongoza Pond in Mwanjari Ward Southern Division Kabale Municipality. by Nuwaha, Louis

“…The most stable equilibrium was denoted by ("bi 3Eh» as a desirable ad-be ad-be equilibrium to any farmer. …”
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Firm Growth Function and Extended-Gibrat’s Property by Atushi Ishikawa, Shouji Fujimoto, Takayuki Mizuno, Tsutomu Watanabe

“…Here, the extended-Gibrat’s property and Gibrat’s law are statistically observed in short-term data, which denote the dependence of the growth-rate distributions on the initial values. …”
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Sphere quantization of Higgs and Coulomb branches and Analytic Symplectic Duality by Davide Gaiotto

“…In particular, the protected correlation functions in the class of theories denoted as T[G] are naturally related to the theory of unitary representations of complex or real semi-simple Lie groups.…”
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Existence and Global Asymptotic Behavior of Singular Positive Solutions for Radial Laplacian by Imed Bachar, Habib Mâagli, Said Mesloub

“…{-t1-ntn-1u′′=a(t)uσ,  t∈(0,1),  limt→0⁡tn-1u′(t)=0,  u(1)=0}, where n≥3,σ<1, and a denotes a nonnegative continuous function that might have the property of being singular at t=0 and /or t=1 and which satisfies certain condition associated to Karamata class. …”
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Recent Advances in Epidural Analgesia by Maria Bauer, John E. George, John Seif, Ehab Farag

“…Neuraxial anesthesia is a term that denotes all forms of central blocks, involving the spinal, epidural, and caudal spaces. …”
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Modeling and Analysis of the Spread of Malware with the Influence of User Awareness by Qingyi Zhu, Xuhang Luo, Yuhang Liu

“…By incorporating the security awareness of computer users into the susceptible-infected-susceptible (SIS) model, this study proposes a new malware propagation model, named the SID model, where D compartment denotes the group of nodes with user awareness. Through qualitative analysis, the basic reproductive number R0 is given. …”
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Aα-Spectral Characterizations of Some Joins by Tingzeng Wu, Tian Zhou

“…For every real α∈0,1, write AαG for the matrix AαG=αDG+1−αAG, where AG and DG denote the adjacency matrix and the degree matrix of G, respectively. …”
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Martelli Chaotic Properties of a Generalized Form of Zadeh’s Extension Principle by Yaoyao Lan, Chunlai Mu

“…Let X denote a compact metric space and let f : X→X be a continuous map. …”
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The "Fame Effect" or How the syntactic choices of writers can be explained by their assumptions about their addressees' state of knowledge: the case of relevance-oriented, non-rest... by Rudy Loock

“…In particular we investigate here, using the web as corpus, the constraints that govern writers’ choice between the following non-restrictive modifiers of nouns that aim at optimizing the relevance (as defined by Sperber & Wilson) of the referents denoted by the nouns they modify: nominal appositives, appositive relative clauses, non-restrictive pre-modifiers.…”
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Fréchet Random Noise for k-Regime-Switching Mixture Autoregressive Model by Rasaki, Olawale Olanrewaju, Anthony, Gichuhi Waititu, Nafiu, Lukman Abiodun

“…Fréchet Mixture Autoregressive (FMAR) model of k-regime-switching, denoted by FMAR(k; p1, p2 ,, pk ) was developed and Expectation-Maximization (EM) algorithm was used as a method of parameter estimation for the embedded coefficients of AR of k-mixing weights and lag pk. …”
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Necessary and Sufficient Conditions for Boundedness of Commutators of the General Fractional Integral Operators on Weighted Morrey Spaces by Zengyan Si, Fayou Zhao

“…We prove that b is in Lipβ(ω) if and only if the commutator [b,L-α/2] of the multiplication operator by b and the general fractional integral operator L-α/2 is bounded from the weighted Morrey space Lp,k(ω) to Lq,kq/p(ω1-(1-α/n)q,ω), where 0<β<1, 0<α+β<n,1<p<n/(α+β), 1/q=1/p-(α+β)/n, 0≤k<p/q, ωq/p∈A1, and rω>(1-k)/(p/(q-k)), and here rω denotes the critical index of ω for the reverse Hölder condition.…”
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Two Approximation Models of Fuzzy Weight Vector from a Comparison Matrix by Tomoe Entani

“…In this study, our uncertain judgment on multiple items is denoted as a fuzzy weight vector. Its membership function is estimated from more than one interval weight vector. …”
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On coefficient bounds of a certain class of p-valent λ-spiral functions of order α by M. K. Aouf

“…Let Sλ(A,B,p,α)(|λ|<π2, −1≦A<B≦1 and 0≦α<p), denote the class of functions f(z)=zp+∑n=p+1∞anzn analytic in U={z:|z|<1}, which satisfy for z=reiθ∈Ueiλsecλzf′(z)f(z)−ip tanλ=p+[pB+(A−B)(p−α)]w(z)1+Bw(z), w(z) is analytic in U with w(0)=0 and |w(z)|≦|z| for z∈U. …”
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Sum-Connectivity Coindex of Graphs under Operations by Muhammad Ibraheem, Ebenezer Bonyah, Muhammad Javaid

“…Let Γ1 and Γ2 be two simple graphs; then, F-sum graph is defined by performing the Cartesian product on FΓ1 and Γ2; mathematically, it is denoted by Γ1+FΓ2, where F∈S,R,Q,T. In this article, we have calculated sum-connectivity coindex for F-sum graphs. …”
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On Stević-Sharma Operators from General Class of Analytic Function Spaces into Zygmund-Type Spaces by M. A. Bakhit, A. Kamal

“…A Stevic′-Sharma operator denoted by Tψ1,ψ2,φ is a generalization product of multiplication, differentiation, and composition operators. …”
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Partition Dimension of Generalized Petersen Graph by Hassan Raza, Jia-Bao Liu, Muhammad Azeem, Muhammad Faisal Nadeem

“…The minimum cardinality of the resolving partition is called the partition dimension, denoted as pdG. In this paper, we consider the upper bound for the partition dimension of the generalized Petersen graph in terms of the cardinalities of its partite sets.…”
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