9812381414 treasuries inside the bell hidden order in chance外语英文电子书

9812381414 treasuries inside the bell hidden order in chance外语英文电子书

ID:7942141

大小:4.88 MB

页数:111页

时间:2018-03-02

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1、TREASURESINSIDETHEBELLHIDDENORDERINCHANCECARLOSE.PUENTETREASURESHIDETill:BELLHIDDENORDERINCHANCEThispageisintentionallyleftblankTREASURESIISIDETHERELLHIDDENORDERINCHANCECarlosE.PuenteInstituteofTheoreticalDynamics,TheUniversityofCaliforniaDavis,USAVfeWorldScientificwlNewJersey•Lond

2、on•SiSingapore•HongKongPublishedbyWorldScientificPublishingCo.Pte.Ltd.5TohTuckLink,Singapore596224USAoffice:Suite202,1060MainStreet,RiverEdge,NJ07661UKoffice:57SheltonStreet,CoventGarden,LondonWC2H9HEBritishLibraryCataloguing-in-PublicationDataAcataloguerecordforthisbookisavailable

3、fromtheBritishLibrary.ScripturetextsinthisworkaretakenfromtheNewAmericanBiblewithRevisedNewTestamentandRevisedPsalms©1991,1986,1970ConfraternityofChristianDoctrine,Washington,D.C.andareusedbypermissionofthecopyrightowner.AllRightsReserved.TREASURESINSIDETHEBELLHiddenOrderinChanceCo

4、pyright©2003byWorldScientificPublishingCo.Pte.Ltd.Allrightsreserved.Thisbook,orpartsthereof,maynotbereproducedinanyformorbyanymeans,electronicormechanical,includingphotocopying,recordingoranyinformationstorageandretrievalsystemnowknownortobeinvented,withoutwrittenpermissionfromtheP

5、ublisher.Forphotocopyingofmaterialinthisvolume,pleasepayacopyingfeethroughtheCopyrightClearanceCenter,Inc.,222RosewoodDrive,Danvers,MA01923,USA.Inthiscasepermissiontophotocopyisnotrequiredfromthepublisher.ISBN981-238-140-6ISBN981-238-141-4(pbk)PrintedinSingapore.Howprecioustomearey

6、ourdesigns,0God;howvastthesumofthem!WereItocount,theywouldoutnumberthesands;tofinish,Iwouldneedeternity.Psalm139:17-18ThispageisintentionallyleftblankTomyFather,companionandfriendThispageisintentionallyleftblankPrefaceThebellcurve,alsoknownasthenormalorGaussiandistribution,isoneoft

7、hemostubiquitousmathematicalobjectsinscience.IntroducedintheearlynineteenthcenturybymathematicalprodigyKarlFriederichGauss,thecurve'sfundamentalnaturestemsfromtherenownedcentrallimittheorem,firstprovenbyPierre-SimonLaplace,thatstatesthatabellistheuniversalcurvefoundwhenamultitudeof

8、unrelated(independent)quan

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