Search results for "Computational Mathematic"

showing 10 items of 987 documents

Effective strategies for targeted attacks to the network of Cosa Nostra affiliates

2022

AbstractNetwork dismantling has recently gained interest in the fields of intelligence agencies, anti-corruption analysts and criminal investigators due to its efficiency in disrupting the activity of malicious agents. Here, we apply this approach to detect effective strategies for targeted attacks to Cosa Nostra by analysing the collaboration network of affiliates that participate to the same crimes. We preliminarily detect statistically significant homophily patterns induced by being member of the same mafia syndicate. We also find that links between members belonging to different mafia syndicates play a crucial role in connecting the network into a unique component, confirming the releva…

Computational MathematicsResilienceModeling and SimulationCrimenetworkPercolationComplexnetworkSettore FIS/07 - Fisica Applicata(Beni Culturali Ambientali Biol.e Medicin)NetworkdismantlingComputer Science ApplicationsEPJ Data Science
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The windowed scalogram difference: A novel wavelet tool for comparing time series

2017

Abstract We introduce a new wavelet-based tool called windowed scalogram difference (WSD), which has been designed to compare time series. This tool allows quantifying if two time series follow a similar pattern over time, comparing their scalograms and determining if they give the same weight to the different scales. The WSD can be seen as an alternative to another tool widely used in wavelet analysis called wavelet squared coherence (WSC) and, in some cases, it detects features that the WSC is not able to identify. As an application, the WSD is used to examine the dynamics of the integration of government bond markets in the euro area since the inception of the euro as a European single c…

Computational MathematicsSingle currencyWaveletApplied Mathematics0502 economics and business05 social sciencesCoherence (signal processing)Data mining050207 economicscomputer.software_genrecomputer050205 econometrics MathematicsApplied Mathematics and Computation
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On optimal estimates for the solutions of linear difference equations on the circle

1976

A linear difference equation arising in the proof of Moser's twist mapping theorem is solved and optimal estimates for the solution are established.

Computational MathematicsSpace and Planetary ScienceApplied MathematicsModeling and SimulationAutomotive EngineeringMathematical analysisAstronomy and AstrophysicsTwistLinear difference equationMathematical PhysicsMathematicsCelestial Mechanics
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Navigationsformel zu A. Busemanns Variationsproblem der Raumfahrt

1970

Die Indikatrix des Variationsproblems wird auser durch die Storungsdifferentialgleichung fur die grose Halbachse und die Exzentrizitat durch einen Zusammenhang zwischen der Richtung des Impulsausstoses und der exzentrischen Anomalie gegeben. Die Hamilton-Gleichungen einer Extremalen reduzieren sich dann auf eine Navigationsgleichung. Die restlichen Storungsgleichungen fur die Perihellange und die mittlere Lange der Epoche geben schlieslich den sparsamsten zeitlichen Ablauf des Raketenausstoses.

Computational MathematicsSpace and Planetary ScienceApplied MathematicsModeling and SimulationPhilosophyAutomotive EngineeringAstronomy and AstrophysicsHumanitiesMathematical PhysicsCelestial Mechanics
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Splineapproximationen von beliebigem Defekt zur numerischen L�sung gew�hnlicher Differentialgleichungen. Teil III

1980

In the first part [5] a general procedure is presented to obtain polynomial spline approximations of arbitrary defect for the solution of the initial value problem of ordinary differential equations. The essential result is a divergence theorem in dependence of the polynomial degree and the defect of the spline functions. In this second part the convergent procedures are investigated and two convergence theorems are proved. Furthermore the question is treated, whether the convergent procedures are appropriate for the numerical solution of stiff equations. The paper is finished by a convergence theorem for a procedure producing spline approximations in a natural way by the discrete approxima…

Computational MathematicsSpline (mathematics)Approximations of πApplied MathematicsNumerical analysisOrdinary differential equationMathematical analysisDivergence theoremInitial value problemDegree of a polynomialMathematicsNumerische Mathematik
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Maximale Konvergenzordnung bei der numerischen Lösung von Anfangswertproblemen mit Splines

1982

In [10] a general procedureV is presented to obtain spline approximations by collocation for the solutions of initial value problems for first order ordinary differential equations. In this paper the attainable order of convergence with respect to the maximum norm is characterized in dependence of the parameters involved inV; in particular the appropriate choice of the collocation points is considered.

Computational MathematicsSpline (mathematics)Rate of convergenceApplied MathematicsOrdinary differential equationNorm (mathematics)Applied mathematicsInitial value problemFirst orderMathematics::Numerical AnalysisMathematicsNumerische Mathematik
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Shooting methods for 1D steady-state free boundary problems

1993

AbstractIn this note, we present two numerical methods based on shooting methods to solve steady-state diffusion-absorption models.

Computational MathematicsSteady state (electronics)Shooting methodComputational Theory and MathematicsQuantitative Biology::Tissues and OrgansModeling and SimulationNumerical analysisModelling and SimulationMathematical analysisBoundary (topology)GeometryMathematicsComputers & Mathematics with Applications
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On the path representation of networks

1982

A compact data structure for networks is obtained by storing arcs of paths sequentially. This structure allows forward and backward access from a node to its neighbors.

Computational MathematicsTheoretical computer scienceComputer Networks and CommunicationsComputer scienceApplied MathematicsNode (networking)Path (graph theory)Structure (category theory)TopologyData structureRepresentation (mathematics)SoftwareBIT
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An Analysis of the Influence of Noneffective Instructions in Linear Genetic Programming

2020

Abstract Linear Genetic Programming (LGP) represents programs as sequences of instructions and has a Directed Acyclic Graph (DAG) dataflow. The results of instructions are stored in registers that can be used as arguments by other instructions. Instructions that are disconnected from the main part of the program are called noneffective instructions, or structural introns. They also appear in other DAG-based GP approaches like Cartesian Genetic Programming (CGP). This article studies four hypotheses on the role of structural introns: noneffective instructions (1) serve as evolutionary memory, where evolved information is stored and later used in search, (2) preserve population diversity, (3)…

Computational MathematicsTheoretical computer scienceDataflowComputer scienceLinear genetic programmingPopulation diversitySymbolic regressionCartesian genetic programmingDirected acyclic graphBiological EvolutionAlgorithmsNeutral mutationEvolutionary Computation
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New dimension indices for the characterization of the solvent-accessible surface

2001

Computational MathematicsTheoretical physicssymbols.namesakeDimension (vector space)ChemistryQuantum mechanicssymbolsVan der Waals radiusGeneral ChemistryFractal dimensionAccessible surface areaCharacterization (materials science)Journal of Computational Chemistry
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