简介:<正>Newkindsofstronglyzero-dimensionallocalesareintroducedandcharacterized,whicharedifferentfromJohnstone’s,andalmostallthetopologicalpropertiesforstronglyzero-dimensionalspaceshavethepointlosslocalicforms.Particularly.theStone-Cechcompactificationofastronglyzero-diluensionallocaleisstonglyzero-dimensional.
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简介:Foranasymmetricmatrix,thezero-nonzeropatternPofentriescanbedescribedbyadigraphΓ(P)whichhasanarcifanentryisnonzero.Theminimumrankofazero-nonzeropatternisdefinedtobethesmallestpossiblerankoverallrealmatriceshavingthegivenzero-nonzeropattern.Definitionsofvariousgraphparametersthathavebeenusedtoboundminimumrankofazerononzeropattern,includingpathcovernumberandeditdistance,andthetrianglesizetri(P).Inthispaper,byconvertingadigraphintoanundirectedbipartitegraphG(U,V),wepresentanalgorithmforconstructingasub-bipartitegraphwiththeuniquemaximumperfectmatchingM',andobtainthattri(P)=|M'|forP.
简介:Inthispaper,forzero-failuredata(ti,ni),atmomentti,ifthepriordistributionofthefailureprobabilitypi=P{T<ti}isincompleteFisher-Zdistribution:Fisher-Z(0,λi;a,b),theauthorgivespihierarchicalBiyesianestimationandtheestimationofreliabilityunderzero-failuredataconditionisobtainedalso.Theauthoralsogivesapracticalcalculatingexampleusingthetheory.
简介:Ananalyticalsolutionisgivenforatime-decayRankinevortexprofileduetoviscouseffects.Thevortexfilamentisassumedtobeisolated,strong,concentratedandhavingzero-meridionalflow(i.e.radialandaxialvelocitiesareequaltozero).Zero-meridionalrendersthegoverningequationsforanunsteady,incompressibleandaxisymmetricvortexinasimpleform.Basedonthetangentialmomentumequation,thespatial-temporaldistributionsoftheswirlvelocityaregivenintermsofFourier-Besselseriesbyusingseparationofvariablestechnique.Ageneralformulaisderivedbytotaldifferentiationoftheswirlvelocitywithrespecttotime,depictingtheviscousdissipationforOseenandTaylor-likevortexprofiles.Thisanalysisisvalidatedbycomparisonwithpreviousexperimentaldata.