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Solving the internal and scattered fields

Solving the potential field local minimum problem using internal agent states

Solving the potential field local minimum problem using internal agent states

... the goal. The comparison between the results in Fig. 2 and Fig. 3 clearly shows the effect of using the internal state dynamics to solve the problem effectively. Regions I, II, III, IV and V of Fig. 4 explain the ...

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Calculation of internal and scattered fields of axisymmetric nanoparticles at any point in space

Calculation of internal and scattered fields of axisymmetric nanoparticles at any point in space

... the internal and external fields of arbitrarily shaped dielectric and metallic axisymmetric ...electromagnetic fields at the surface to an arbitrary ...electromagnetic fields are uniquely ...

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Solving internal habits formation models through dynamic programming in infinite dimension

Solving internal habits formation models through dynamic programming in infinite dimension

... Therefore, the problem is intrinsically infinite dimensional. To solve this model, we apply the dynamic programming approach and we find an explicit solution for the associated Hamilton-Jacobi-Bellman equation, which ...

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DECISION MAKERS. Solving Internal Communication Struggles. Let s get Started

DECISION MAKERS. Solving Internal Communication Struggles. Let s get Started

... Your company can be thriving in any number of traditional channels – you have a well-made product or service; your value proposition is clear to clients; your short-term cash flows are positive – but even so, mishandling ...

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Solving internal habit formation models through dynamic programming in infinite dimension.

Solving internal habit formation models through dynamic programming in infinite dimension.

... Therefore, the problem is intrinsically infinite dimensional. To solve this model, we apply the dynamic programming approach and we find an explicit solution for the associated Hamilton-Jacobi-Bellman equation, which ...

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Swarm potential fields with internal agent states and collective behaviour

Swarm potential fields with internal agent states and collective behaviour

... agent internal states, allowing the swarm agents’ internal states to manipulate the potential ...potential fields due to local minima ...problem solving effectively using the collective ...

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Swarm robot social potential fields with internal agent dynamics

Swarm robot social potential fields with internal agent dynamics

... agent internal states to successfully solve a reactive path-planning ...potential fields due to local minima formation, but can be solved by allowing the agent internal states to manipulate the ...

14

Small  Linearization:  Memory  Friendly  Solving  of  Non-Linear  Equations  over  Finite  Fields

Small Linearization: Memory Friendly Solving of Non-Linear Equations over Finite Fields

... By denition a weak semi-regular sequences can be viewed as a sequence without any special internal structure. So the only relations are trivial ones. We therefore call them trivial syzygies; the case of F 5 , they ...

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A Finite Element Approach to Model Electromagnetic Fields Scattered by a Buried Cavity

A Finite Element Approach to Model Electromagnetic Fields Scattered by a Buried Cavity

... represent scattered and transmitted ...and scattered waves is provided in Figure ...electric fields of the area, where E 0 = u i 0 + u r 0 + u s 0 ...magnetic fields of each region can be ...

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Uniform Scattered Fields of the Extended Theory of Boundary Diffraction Wave for PEC Surfaces

Uniform Scattered Fields of the Extended Theory of Boundary Diffraction Wave for PEC Surfaces

... uniform scattered fields from a perfectly conducting (PEC) half plane are studied with the extended theory of the boundary diffraction ...total scattered fields are compared numerically with ...

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New Numerical Method for Determining the Scattered Electromagnetic Fields from Thin Wires

New Numerical Method for Determining the Scattered Electromagnetic Fields from Thin Wires

... the scattered electromagnetic fields from thin wires is presented and ...these scattered fields is treated in detail, and illustrative computations are given for several ...

12

Solving Markov Random Fields with Spectral Relaxation

Solving Markov Random Fields with Spectral Relaxation

... Solving Markov Random Fields with Spectral Relaxation Abstract Markov Random Fields (MRFs) are used in a large array of computer vision and maching learning applications. Finding the Maximum ...

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Deterministic equation solving over finite fields

Deterministic equation solving over finite fields

... It is to be expected that this generalised version of Cornacchia’s algorithm will work in all definite quaternion orders whose right ideal class number is 1. Unfortu- nately, there are only finitely many of these; a ...

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Uniform Analytic Scattered Fields of a PEC Plate Illuminated by a Vector Paraxial Gaussian Beam

Uniform Analytic Scattered Fields of a PEC Plate Illuminated by a Vector Paraxial Gaussian Beam

... ONERA Centre de Toulouse Electromagnetic and Radar Department 31055 Toulouse, France Abstract—A uniform asymptotic expression is developed for calculating the fields scattered by a perfect electrically conducting ...

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Parameter Estimation of an Inhomogeneous Medium by Scattered Electromagnetic Fields Using Nonlinear Optics and Wavelets

Parameter Estimation of an Inhomogeneous Medium by Scattered Electromagnetic Fields Using Nonlinear Optics and Wavelets

... the scattered field) as a linear combination of these expansion ...this scattered field expansion to the actual measurements of the scattered electric field at different spatial points using the least ...

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On  solving  sparse  algebraic  equations  over  finite  fields  II

On solving sparse algebraic equations over finite fields II

... This article was motivated by applications in cryptanalysis. Modern ciphers are product, that is the mappings they implement are compositions of functions in small number of variables. Then intermediate variables are ...

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Estimates on the modulus of expansion for vector fields solving nonlinear equations

Estimates on the modulus of expansion for vector fields solving nonlinear equations

... Motivated by this result, via studying a modified parabolic equation for the vector fields we prove a log-concavity estimate for the fundamental solution (with Dirichlet boundary data). The result sharpens a ...

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Solving $X^{q+1}+X+a=0$  over  Finite  Fields

Solving $X^{q+1}+X+a=0$ over Finite Fields

... Finite Fields Appl., 10:342 – 389, 2004. 9. H. Dobbertin. Almost perfect nonlinear power functions on GF (2 n ): the Welch case. IEEE Trans. Inform. Theory, 45:1271 – 1275, 1999. 10. H. Dobbertin. Kasami power ...

14

Fields as Bodies: a unified presentation of spacetime and internal gauge symmetry

Fields as Bodies: a unified presentation of spacetime and internal gauge symmetry

... (It does so rather redundantly — ten components of cur- vature provide only a four-component displacement — reflecting the fact that the Poincar´ e group does not act freely on Minkowski space: given any two points, ...

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REMOTE MONITORING SYSTEM MATURE FIELDS UNCONVENTIONALS MONITORING SYSTEM. Solving challenges.

REMOTE MONITORING SYSTEM MATURE FIELDS UNCONVENTIONALS MONITORING SYSTEM. Solving challenges.

... With the Halliburton Artificial Lift InteLift™ remote monitoring system performing 24/7 monitoring of users wells, the user has total performance identification and control * of their[r] ...

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