The Asymptotic Solution of the Initial Boundary Value Problem to a Generalized Boussinesq Equation by Zheng Yin, Feng Zhang

“…The L2 space solution of an initial boundary problem for a generalized damped Boussinesq equation is constructed. …”
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CALIBRATION METHOD FOR GRAVITY GRADIOMETERS BY MEANS OF TWO ROTATING CYLINDERS by I. Z. Gilavdary, A. Veryaskin

“…The problem of maintaining a constant gravitational gradient in a relatively large volume of space is considered.  This  provides  a  well  defined  input  signal  to  a  gravity  gradiometer  for  the  purpose  of  its calibration. …”
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Further Results on Colombeau Product of Distributions by Biljana Jolevska-Tuneska, Tatjana Atanasova-Pacemska

“…They are obtained in Colombeau differential algebra of generalized functions that contains the space of Schwartz distributions as a subspace and has a notion of “association” that is a faithful generalization of the weak equality in .…”
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Analytical Solution for the Time-Fractional Telegraph Equation by F. Huang

“…The boundary problem in a bounded space domain is also solved by the spatial Sine transform and temporal Laplace transform, whose solution is given in the form of a series.…”
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Fracture mechanics analyses of the slip-side joggle regions of wing-leading-edge panels by I. S. Raju, N. F. Knight, K. Song, D. R. Phillips

“…The Space Shuttle wing-leading edge consists of panels that are made of reinforced carbon-carbon. …”
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On Analog of Fourier Transform in Interior of the Light Cone by Tatyana Shtepina

“…We describe some properties of Fhρ, namely, its action on pseudoradial functions and functions being products of pseudoradial function and space hyperbolic harmonics. We prove that Fhρ-transform gives a one-to-one correspondence on each of the irreducible components of quasiregular representation. …”
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A fixed point theorem for non-self set-valued mappings by B. E. Rhoades

“…Let X be a complete, metrically convex metric space, K a closed convex subset of X, CB(X) the set of closed and bounded subsets of X. …”
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Asymptotic Behavior of Global Solutions to the Boussinesq Equation in Multidimensions by Yu-Zhu Wang, Qingnian Zhang

“…Moreover, our global solutions can be approximated by the solutions to the corresponding linear equation as time tends to infinity when the dimension of space .…”
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Necessary Conditions for Optimality for Stochastic Evolution Equations by AbdulRahman Al-Hussein

“…This paper is concerned with providing the maximum principle for a control problem governed by a stochastic evolution system on a separable Hilbert space. In particular, necessary conditions for optimality for this stochastic optimal control problem are derived by using the adjoint backward stochastic evolution equation. …”
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On Generalized Approximative Properties of Systems by Turab Mursal Ahmedov, Zahira Vahid Mamedova

“…Corresponding concept of a space of coefficients is defined, and some of its properties are stated.…”
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Stationary in Distributions of Numerical Solutions for Stochastic Partial Differential Equations with Markovian Switching by Yi Shen, Yan Li

“…By using the Euler-Maruyama scheme both in time and in space of mild solutions, we derive sufficient conditions for the existence and uniqueness of the stationary distributions of numerical solutions. …”
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Water Movement in Strawberry Beds by John R. Duval, Eric Simonne

“…The major factor that determines water movement in the soil is macro- and micro-pore space in the soil. This document is HS912, one of a series of the Horticultural Sciences Department, UF/IFAS Extension. …”
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A Crank-Nicolson Difference Scheme for Solving a Type of Variable Coefficient Delay Partial Differential Equations by Wei Gu, Peng Wang

“…The difference scheme is proved to be unconditionally stable and convergent, where the convergence order is two in both space and time. A numerical test is provided to illustrate the theoretical results.…”
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Absorbers: Definitions, properties and applications by G. Belitskii

“…Roughly speaking, the absorber is a set, which includes, after finite number of initial states, each trajectory of a transformation of space into itself. This paper deals with the exact definition of absorbers for linear operators, the study of the properties, the applications to “classical” dynamics and to solvability of operator equations. …”
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Sums of distances between points of a sphere by Glyn Harman

“…Given N points on a unit sphere in k+1 dimensional Euclidean space, we obtain an upper bound for the sum of all the distances they determine which improves upon earlier work by K. …”
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Paving a route: Transportation and Aymara politics between Bolivia and Chile by Alejandro Garcés, Jorge R. Moraga

“…The authors describe a new phase of capitalist expansion led by the local transportation industry and its articulation of kinship-based economic strategies, the overlapping of local political power and rituals, and the appropriation of the international border as an economic and political space for rolling out those strategies.…”
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On common fixed points of weakly commuting mappings and set-valued mappings by S. Sessa, B. Fisher

“…Our main theorem establishes the uniqueness of the common fixed point of two set-valued mappings and of two single-valued mappings defined on a complete metric space, under a contractive condition and a weak commutativity concept. …”
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Emma au bal à la Vaubyessard by Jean-Marie Privat

“…This liminality, far from condemning madame Bovary to insignificance, creates a specific narratological space and opens a poetic horizon to Emma's imagination.…”
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Les territorialités numériques en action by Dany Lapostolle, Sophie Demonceaux

“…Realized in 2015 and 2016 within the Creusot Montceau urban community (Burgundy Franche-Comté region), our case study shows how digital mediation changes the relationships that individuals and their collectives have with the space they daily produce and live. From a qualitative analysis of what is played out in digital public spaces, in the digital tourism strategy and in the hyperlocal information production, our work questions the notion of numerical territoriality and how it reveals pluralistic enunciation of territorial realities.…”
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Fixed Point Theorems and Uniqueness of the Periodic Solution for the Hematopoiesis Models by Jun Wu, Yicheng Liu

“…Our methods are based on the equivalent norm techniques and a new fixed point theorem in the continuous function space.…”
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