Search results for "Moving average"

showing 10 items of 41 documents

Anatomy of Trading Rules

2017

This key chapter presents a methodology for examining how the trading signal in a moving average rule is computed. Then using this methodology the chapter examines the computation of trading signals in all moving average rules and investigates the commonalities and differences between the rules. The main conclusion that can be drawn from this study is that the computation of the trading indicator in every rule, based on either one or multiple moving averages, can equivalently be interpreted as the computation of a single weighted moving average of price changes. The analysis presented in this chapter uncovers the anatomy of moving average trading rules, provides very useful insights about p…

ReinterpretationTrading rulesComputer scienceMoving averageComputationSIGNAL (programming language)Key (cryptography)Anatomy
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A Forecasting Support System Based on Exponential Smoothing

2010

This chapter presents a forecasting support system based on the exponential smoothing scheme to forecast time-series data. Exponential smoothing methods are simple to apply, which facilitates computation and considerably reduces data storage requirements. Consequently, they are widely used as forecasting techniques in inventory systems and business planning. After selecting the most adequate model to replicate patterns of the time series under study, the system provides accurate forecasts which can play decisive roles in organizational planning, budgeting and performance monitoring.

Scheme (programming language)Mathematical optimizationSeries (mathematics)Computer sciencebusiness.industryComputationExponential smoothingPrediction intervalReplicatecomputer.software_genreComputer data storageData miningAutoregressive integrated moving averagebusinesscomputercomputer.programming_language
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Market Timing with a Robust Moving Average

2015

In this paper we entertain a method of finding the most robust moving average weighting scheme to use for the purpose of timing the market. Robustness of a weighting scheme is defined its ability to generate sustainable performance under all possible market scenarios regardless of the size of the averaging window. The method is illustrated using the long-run historical data on the Standard and Poor's Composite stock price index. We find the most robust moving average weighting scheme, demonstrates its advantages, and discuss its practical implementation.

Scheme (programming language)Moving averageRobustness (computer science)Technical analysisEconometricsEconomicsStock price indexA-weightingMarket timingcomputercomputer.programming_languageWeightingSSRN Electronic Journal
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TRAVELLING TOWARDS AND FROM MINOR ISLANDS THROUGH NON-CONVENTIONAL AIR TRANSPORT: DEMAND AND COST ANALYSIS

2010

This research addresses the role of innovative forms of passenger air transport in favouring mobility of tourists visiting minor islands. In particular, we studied the feasibility of scheduled transport services using helicopter and seaplane for connecting Sicily in the south of Italy, to the near and very attractive Eolie Islands rapidly. In order to estimate the potential service demand, we allowed for the number of tourists arriving in the Eolie Archipelago during the period 1999-2008. In detail, we considered only the market of visitors with a high willingness-to-pay for time savings (individuals choosing superior hotels) coming from origins at least 300 km away from the Eolie Islands. …

Service (business)education.field_of_studygeography.geographical_feature_categoryTotal costPopulationTransport engineeringVariable (computer science)GeographySettore ICAR/05 - TrasportiOrder (exchange)Technical analysisArchipelagoHelicopter transport seaplane transport tourist trips minor islands scheduled transport serviceAutoregressive integrated moving averageeducation
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Predicting service request in support centers based on nonlinear dynamics, ARMA modeling and neural networks

2008

In this paper, we present the use of different mathematical models to forecast service requests in support centers (SCs). A successful prediction of service request can help in the efficient management of both human and technological resources that are used to solve these eventualities. A nonlinear analysis of the time series indicates the convenience of nonlinear modeling. Neural models based on the time delay neural network (TDNN) are benchmarked with classical models, such as auto-regressive moving average (ARMA) models. Models achieved high values for the correlation coefficient between the desired signal and that predicted by the models (values between 0.88 and 0.97 were obtained in th…

Service (systems architecture)Artificial neural networkMathematical modelbusiness.industryTime delay neural networkComputer scienceGeneral EngineeringMachine learningcomputer.software_genreComputer Science ApplicationsSet (abstract data type)Nonlinear systemArtificial IntelligenceMoving averageArtificial intelligenceTime seriesbusinesscomputerExpert Systems with Applications
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Why Moving Averages?

2017

This chapter presents a brief motivation for using moving averages for trend detection, how moving averages are computed, and their two key properties: the average lag (delay) time and smoothness. The most important thing to understand right from the start is that there is a direct relationship between the average lag time and smoothness of a moving average.

Smoothness (probability theory)Lag timeDividend discount modelTrend detectionMoving averageLagStatisticsMathematics
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Basics of Moving Averages

2017

This chapter introduces the notion of a general weighted moving average and shows that each specific moving average can be uniquely characterized by either a price weighting function or a price-change weighting function. It also demonstrates how to quantitatively assess the average lag time and smoothness of a moving average. Finally, the analysis provided in this chapter reveals two important properties of moving averages when prices trend steadily.

Smoothness (probability theory)Lag timeMoving averageApplied mathematicsFunction (mathematics)WeightingMathematics
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Multiscale Granger causality

2017

In the study of complex physical and biological systems represented by multivariate stochastic processes, an issue of great relevance is the description of the system dynamics spanning multiple temporal scales. While methods to assess the dynamic complexity of individual processes at different time scales are well-established, multiscale analysis of directed interactions has never been formalized theoretically, and empirical evaluations are complicated by practical issues such as filtering and downsampling. Here we extend the very popular measure of Granger causality (GC), a prominent tool for assessing directed lagged interactions between joint processes, to quantify information transfer a…

Statistics and ProbabilityFOS: Computer and information sciencesMathematics - Statistics TheoryStatistics Theory (math.ST)01 natural sciencesStatistics - ApplicationsMethodology (stat.ME)03 medical and health sciences0302 clinical medicinegranger causalityGranger causalityMoving average0103 physical sciencesEconometricsFOS: MathematicsState spacecarbon dioxydeApplications (stat.AP)Time series010306 general physicsTemporal scalessignal processingclimateStatistics - MethodologyMathematicsStochastic processBiology and Life SciencestemperatureCondensed Matter PhysicsScience GeneralSystem dynamicsMathematics and StatisticsAutoregressive modelEarth and Environmental SciencesSettore ING-INF/06 - Bioingegneria Elettronica E InformaticaAlgorithm030217 neurology & neurosurgeryStatistical and Nonlinear Physic
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Spatial moving average risk smoothing

2013

This paper introduces spatial moving average risk smoothing (SMARS) as a new way of carrying out disease mapping. This proposal applies the moving average ideas of time series theory to the spatial domain, making use of a spatial moving average process of unknown order to define dependence on the risk of a disease occurring. Correlation of the risks for different locations will be a function of m values (m being unknown), providing a rich class of correlation functions that may be reproduced by SMARS. Moreover, the distance (in terms of neighborhoods) that should be covered for two units to be found to make the correlation of their risks 0 is a quantity to be fitted by the model. This way, …

Statistics and ProbabilityStructure (mathematical logic)RiskModels StatisticalSeries (mathematics)EpidemiologyBayes TheoremFunction (mathematics)BiostatisticsMoving-average modelCorrelationMoving averageSpainEconometricsRange (statistics)HumansComputer SimulationDiseaseMortalitySmoothingMathematics
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Outlier detection with automatic modelling: TRAMO/SEATS versus X-12-ARIMA

2012

Statistics and Probabilitybusiness.industryComputer scienceApplied MathematicsModeling and SimulationPattern recognitionAnomaly detectionData miningArtificial intelligenceAutoregressive integrated moving averagecomputer.software_genrebusinesscomputerModel Assisted Statistics and Applications
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