The conditions for an optimized design of the second dynamical system having low eigenvalue sensitivities are directly derived. Their more general form is in accordance with the previous results obtained by using linear topological conjugacy. has the roots given by 2 1 21 12 22 11 2 1 22 11 , λ λ a a a a λ λ a a = − + = + . (3a,b) The relative eigenvalue sensitivities with respect to the indivi...

introduction: codling moth, cydia pomonella is one of the key pests of apple in khorasan razavi province which annually causes severe fruit damage to apple crop. there are several ways that are used to control and prevent injury to apple products in the world. the most successful and widespread use of pheromones has been in monitoring traps. mating disruption method by pheromones takes place wh...

We approximate the double Λ hypernuclei by systems composed by two interacting Λ’s moving in the mean field potential created by the nuclear cores. The Λ-core potentials are adjusted to reproduce the binding energies of the corresponding single Λ hypernuclei [1]. A σ-ω meson exchange potential [2] is used for the Λ-Λ interaction. We apply both the Hartree-Fock (HF) and variational approximation...

Among the supply chain risk types, disruptions that result from natural disasters, sanctions, transportation problems and equipment failure can seriously disrupt or delay the flow of material, information and cash. The aim of this research was to propose a hybrid model for disruption management, which is the process of achieving plans or strategies to reduce the expenses incurred by the disrupt...

Form-input, m-output, finite-dimensional, linear systems satisfying the classical assumptions of adaptive control (i.e., (i) minimum phase, (ii) relative degree one and (iii) “positive” highfrequency gain), it is well known that the adaptive λ-tracker ‘u = −k e, k̇ = max{0, |e|−λ}|e|’ achieves λ-tracking of the tracking error e if applied to such a system: all states of the closedloop system are...

The Jülich-Bonn group aims at an extensive study of the baryonbaryon ( BB ) interaction involving strange baryons (Λ, Σ, Ξ) within SU(3) chiral effective field theory. An overview achievements and new developments over past few years is provided. topics covered are: 1) Derivation leading charge-symmetry breaking (CSB) for Λ N system its application in a CSB effects A =4 Λ-hypernuclei. 2) Update...

This paper presents simple, syntactic strong normalization proofs for the simply-typed λ-calculus and the polymorphic λ-calculus (system F) with the full set of logical connectives, and all the permutative reductions. The normalization proofs use translations of terms and types of λ→,∧,∨,⊥ to terms and types of λ→ and from F∀,∃,→,∧,∨,⊥ to F∀,→.

We prove the strong unique continuation property for the Lamé system of elastostatics in the plane, ∇· ( μ ( ∇u+∇ut )) +∇ (λ∇ · u) = 0, with variable Lamé coefficients μ, λ, when μ is Lipschitz and λ is measurable.

A bounded measurable set Ω, of Lebesgue measure 1, in the real line is called spectral if there is a set Λ of real numbers (“frequencies”) such that the exponential functions eλ(x) = exp(2πiλx), λ ∈ Λ, form a complete orthonormal system of L2(Ω). Such a set Λ is called a spectrum of Ω. In this note we prove that any spectrum Λ of a bounded measurable set Ω ⊆ R must be periodic.