Stability of a data network topology, in which a source updates its data transmission rate based on delayed congestion information on its own path only, is examined. Delays associated with feedback information are taken to be known constants and bounded uncertainty is associated with feedback information. Use of linear matrix inequality (LMI) and integral quadratic constraint (IQC) techniques t...

Abstract. Homogenization of integral functionals is studied under the constraint that admissible maps have to take their values into a given smooth manifold. The notion of tangential homogenization is defined by analogy with the tangential quasiconvexity introduced by Dacorogna, Fonseca, Malý & Trivisa [18]. For energies with superlinear or linear growth, a Γ-convergence result is established i...

This research aims to incorporate argument status-based modelling within an otherwise selectional constraint-based system of verb sense disambiguation, to capture effects such as underspecification, surface case alternation and semantic backingoff. The proposed implementation hinges around a description of the general behavioural characteristics of integral complements, complements, middles and...

We discuss T-duality for open strings in general background fields both in the functional integral formulation as well as in the language of canonical transformations. The Dirichlet boundary condition in the dual theory has to be treated as a constraint on the functional integration. Furthermore, we give meaning to the notion of matrix valued string end point position in the presence of nonabel...

In correlation filtering a spatial light modulator is traditionally modeled as affecting only the phase or only the amplitude of light. Usually, however, a single operating parameter affects both phase and amplitude. An integral constraint is developed that is a necessary condition for optimizing a correlation filter having single parameter coupling between phase and amplitude. The phase-only f...

The Hamiltonian constraint remains the major unsolved problem in Loop Quantum Gravity (LQG). Seven years ago a mathematically consistent candidate Hamiltonian constraint has been proposed but there are still several unsettled questions which concern the algebra of commutators among smeared Hamiltonian constraints which must be faced in order to make progress. In this paper we propose a solution...

We develop a numerical method for solving shape optimization of functionals involving Steklov eigenvalues and apply it to the problem maximization k-th eigenvalue, under volume constraint. A similar study in planar case was already addressed literature using boundary integral equation method. Here we extend that 3D 4D cases, Method Fundamental Solutions as forward solver.

the study focused on the analysis of production and marketing constraints of tomato among rural farmers in talensi nabdam district of upper east region of ghana.a total of 100 respondents were interviewed using questionnaire. data was analyzed using descriptive statistics to describe the socio economic characteristics of the farmers and kendall’s coefficient of concordance was used to rank the ...

Recently, the Lorentzian path integral formulation using Picard-Lefschetz theory has attracted much attention in quantum cosmology. In this paper, we analyze tunneling amplitude mechanics by and compare it with WKB analysis of conventional Schr\"{o}dinger equation. We show that is consistent approximation for wave-function Euclidean utilizing solutions constraint also consider some problems dis...

one of the most remarkable basis of the gravity data inversion is the recognition of sharp boundaries between an ore body and its host rocks during the interpretation step. therefore, in this work, it is attempted to develop an inversion approach to determine a 3d density distribution that produces a given gravity anomaly. the subsurface model consists of a 3d rectangular prisms of known sizes ...