MAGIC BOX SYSTEMS

magic-box-systems-logo

Magic Box Systems is a consulting agency that PC project management and network consultancy service.

#SimilarOrganizations #Website #More

MAGIC BOX SYSTEMS

Industry:
Consulting Information Technology Management Consulting

Address:
London, England, United Kingdom

Country:
United Kingdom

Website Url:
http://www.mboxs.com

Status:
Active

Contact:
020 74376864

Email Addresses:
[email protected]

Technology used in webpage:
SPF Apache 1and1


Similar Organizations

goldware-logo

GoldWare

GoldWare is an IT consulting company that provides project management and IT services.

hh-logo

H&H

H&H is internal communications agency that transforms the way people communicate, interact & connect in workplaces across the world.

heich-consult-logo

Heich Consult

Heich Consult is a consulting, research, and project management platform.

not_available_image

Perpetium Consultancy

Perpetium Consultancy is consultancy with project management for continuity in ICT.

Official Site Inspections

http://www.mboxs.com

  • Host name: 217-160-0-248.elastic-ssl.ui-r.com
  • IP address: 217.160.0.248
  • Location: Germany
  • Latitude: 51.2993
  • Longitude: 9.491
  • Timezone: Europe/Berlin

Loading ...

More informations about "Magic Box Systems"

Stochastic generalized porous media equations driven by Lévy …

Jul 15, 2021 The purpose of this paper is to establish the existence and uniqueness of strong solutions to the following stochastic generalized porous media equations driven by Lévy process:See details»

[2009.06437] Stochastic generalized porous media equations driven by ...

Sep 14, 2020 We establish the existence and uniqueness of strong solutions to stochastic porous media equations driven by Lévy noise on a -finite measure space , and with the Laplacian replaced by a negative definite self-adjoint operator.See details»

Large Deviations for Stochastic Generalized Porous Media Equations ...

We establish a large deviation principle (LDP) for a class of stochastic porous media equations driven by Lévy-type noise on a σ -finite measure space (E, B (E), μ), with the Laplacian replaced by a negative definite self-adjoint operator.See details»

Large deviations for stochastic generalized porous media equations

Dec 1, 2006 The large deviation principle is established for the distributions of a class of generalized stochastic porous media equations for both small noise and short time.See details»

Stochastic Generalized Porous Media Equations Over σ-finite …

In this paper, we prove that stochastic porous media equations over sigma-finite measure spaces (E,B, mu), driven by time-dependent multiplicative noise, with the Laplacian replaced by a self-adjoint transient Dirichlet operator L and the diffusivity function given by a maximal monotone multi-valued function Psi of polynomial growth, have a ...See details»

Stochastic generalized porous media equations driven by Lévy …

Dec 1, 2021 In this paper, we establish a large deviation principle for stochastic porous media equations driven by time-dependent multiplicative noise on a σ-finite measure space (E,B (E),μ), and...See details»

Stochastic generalized porous media equations driven by

The purpose of this paper is to establish the existence and uniqueness of strong solutions to the following stochastic generalized porous media equations driven by Lévy process:See details»

[2107.09878] Stochastic Generalized Porous Media Equations over …

Jul 21, 2021 The result in particular applies to fast diffusion stochastic porous media equations (in particular SOC models) and cases where $E$ is a manifold or a fractal, and to non-local operators $L$, as e.g. $L=-f (-\Delta)$, where $f$ is Bernstein function.See details»

Large deviations for stochastic porous media equation on general …

Nov 15, 2020 In this paper, we establish a large deviation principle for stochastic porous media equations driven by time-dependent multiplicative noise on a σ-finite measure space (E,B(E),μ), and with the Laplacian replaced by a negative definite self-adjoint operator.See details»

Stochastic Generalized Porous Media Equations Over

Mar 4, 2024 In this paper, we prove that stochastic porous media equations over σ -finite measure spaces (E, B, μ), driven by time-dependent multiplicative noise, with the Laplacian replaced by a self-adjoint transient Dirichlet operator L and the diffusivity function given by a maximal monotone multi-valued function Ψ of polynomial growth ...See details»

Stochastic generalized porous media equations with reflection

Nov 1, 2013 In this section we first consider regularity of solutions to stochastic generalized porous media equations, then prove a comparison theorem and the L 1 -Lipschitz continuity for the solution.See details»

Stochastic Generalized Porous Media Equations over $\sigma

Jul 21, 2021 In this paper, we prove that stochastic porous media equations over $\sigma$-finite measure spaces $ (E,\mathcal {B},\mu)$, driven by time-dependent multiplicative noise, with the...See details»

Stochastic Generalized Porous Media Equations over

1 Introduction The purpose of this paper is to solve multi-valued stochastic porous media equations (SPMEs) on (E; B; ) of the following type: X(0) = x on E (x where (E; B) is a standard measurable space (see [32]) with a - nite measureSee details»

a.

The purpose of this paper is to establish the existence and uniqueness of strong solutions to the following stochastic generalized porous media equations driven by L ́evy process:See details»

Stochastic generalized porous media and fast diffusion equations

Jul 1, 2007 We present a generalization of Krylov–Rozovskii's result on the existence and uniqueness of solutions to monotone stochastic differential equations.See details»

Stochastic generalized porous media equations with Lévy jump

Aug 15, 2011 In this paper, we first prove the existence and uniqueness of a general stochastic differential equation in finite dimension, then extend the result to the infinite dimension by the classical Galerkin method.See details»

Stochastic generalized porous media equations with Lévy jump

Sep 1, 2011 In terms of some recent work of the author and collaborators, this paper provides a self-contained account for the study of stochastic generalized porous media and fast-diffusion...See details»

Large Deviations for Stochastic Generalized Porous Media Equations ...

Jul 1, 2022 We establish a large deviation principle (LDP) for a class of stochastic porous media equations driven by Lévy-type noise on a σ -finite measure space (E,B(E), μ), with the Laplacian replaced by a negative definite self-adjoint operator.See details»

Stochastic porous media equation on general measure spaces …

Jun 1, 2018 We prove the existence and uniqueness of probabilistically strong solutions to stochastic porous media equations driven by time-dependent multiplicative noise on a general measure space (E, ℬ (E), μ), and the Laplacian replaced by a …See details»

Large Deviations for Stochastic Generalized Porous Media Equations ...

We establish a large deviation principle (LDP) for a class of stochastic porous media equations driven by Le'\vy-type noise on a \sigma-finite measure space (E, B (E), \mu ), with the Laplacian replaced by a negative definite self-adjoint operator.See details»

linkstock.net © 2022. All rights reserved