• 衍生证券教程:理论和计算
  • 衍生证券教程:理论和计算
  • 衍生证券教程:理论和计算
  • 衍生证券教程:理论和计算
  • 衍生证券教程:理论和计算
  • 衍生证券教程:理论和计算
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衍生证券教程:理论和计算

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作者[美]贝克 著

出版社世界图书出版公司

出版时间2010-09

版次1

装帧平装

货号2架4排右4-1

上书时间2024-09-23

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图书标准信息
  • 作者 [美]贝克 著
  • 出版社 世界图书出版公司
  • 出版时间 2010-09
  • 版次 1
  • ISBN 9787510027260
  • 定价 49.00元
  • 装帧 平装
  • 开本 24开
  • 纸张 胶版纸
  • 页数 355页
【内容简介】
Thisbookisanoutgrowthofnotescompiledbytheauthorwhileteachingcoursesforundergraduateandmasters/MBAfinancestudentsatWashing-tonUniversityinSt.LouisandtheInstitutffirHShereStudieninVienna.Atonetime,acourseinOptionsandFutureswasconsideredanadvancedfinanceelective,butnowsuchacourseisnearlymandatoryforanyfinancemajorandisanelectivechosenbymanynon-financemajorsaswell.Moreover,studentsareexposedtoderivativesecuritiesincoursesonInvestments,InternationalFinance,RiskManagement,InvestmentBanking,FixedIncome,etc.Thisex-pansionofeducationinderivativesecuritiesmirrorstheincreasedimportanceofderivativesecuritiesincorporatefinanceandinvestmentmanagement.
【目录】
partiintroductiontooptionpricing
1assetpricingbasics
1.1fundamentalconcepts
1.2statepricesinaone-periodbinomialmodel
1.3probabilitiesandnumeraires
1.4assetpricingwithacontinuumofstates
1.5introductiontooptionpricing
1.6anincompletemarketsexample
problems
2continuous-timemodels
2.1simulatingabrownianmotion
2.2quadraticvariation
2.3it6processes
2.4it6'sformula
2.5multipleit5processes
2.6examplesofit6'sformula
2.7reinvestingdividends
2.8geometricbrownianmotion
2.9numerairesandprobabilities
2.10tailprobabilitiesofgeometricbrownianmotions
2.11volatilities
problems
3black-scholes
3.1digitaloptions
3.2sharedigitals
3.3putsandcalls
3.4greeks
3.5deltahedging
3.6gammahedging
3.7impliedvolatilities
3.8termstructureofvolatility
3.9smilesandsmirks
3.10calculationsinvba
problems
4estimatingandmodellingvolatility
4.1statisticsreview
4.2estimatingaconstantvolatilityandmean
4.3estimatingachangingvolatility
4.4garchmodels
4.5stochasticvolatilitymodels
4.6smilesandsmirksagain
4.7hedgingandmarketcompleteness
problems
5introductiontomontecarloandbinomialmodels
5.1introductiontomontecarlo
5.2introductiontobinomialmodels
5.3binomialmodelsforamericanoptions
5.4binomialparameters
5.5binomialgreeks
5.6montecarlogreeksi:differenceratios
5.7montecarlogreeksii:pathwiseestimates
5.8calculationsinvba
problems

partiiadvancedoptionpricing
6foreignexchange
6.1currencyoptions
6.2optionsonforeignassetsstruckinforeigncurrency
6.3optionsonforeignassetsstruckindomesticcurrency
6.4currencyforwardsandfutures
6.5quantos
6.6replicatingquantos
6.7quantoforwards
6.8quantooptions
6.9returnswaps
6.10uncoveredinterestparity
problems
7forward,futures,andexchangeoptions
7.1margrabe'sformula
7.2black'sformula
7.3merton'sformula
7.4deferredexchangeoptions
7.5calculationsinvba
7.6greeksandhedging
7.7therelationoffuturespricestoforwardprices
7.8futuresoptions
7.9time-varyingvolatility
7.10hedgingwithforwardsandfutures
7.11marketcompleteness
problems
8exoticoptions
8.1forward-startoptions
8.2compoundoptions
8.3americancallswithdiscretedividends
8.4choosers
8.5optionsonthemaxormin
8.6barrieroptions
8.7lookbacks
8.8basketandspreadoptions
8.9asianoptions
8.10calculationsinvba
problems
9moreonmontecarloandbinomialvaluation
9.1montecarlomodelsforpath-dependentoptions
9.2binomialvaluationofbasketandspreadoptions
9.3montecarlovaluationofbasketandspreadoptions
9.4antitheticvariatesinmontecarlo
9.5controlvariatesinmontecarlo
9.6acceleratingbinomialconvergence
9.7calculationsinvba
problems
10finitedifferencemethods
10.1fundamentalpde
10.2discretizingthepde
10.3explicitandimplicitmethods
10.4crank-nicolson
10.5europeanoptions
10.6americanoptions
10.7barrieroptions
10.8calculationsinvba
problems

partiiifixedincome
11fixedincomeconcepts
11.1theyieldcurve
11.2libor
11.3swaps
11.4yieldtomaturity,duration,andconvexity
11.5principalcomponents
11.6hedgingprincipalcomponents
problems
12introductiontofixedincomederivatives
12.1capsandfloors
12.2forwardrates
12.3portfoliosthatpayspotrates
12.4themarketmodelforcapsandfloors
12.5themarketmodelforeuropeanswaptions
12.6acommentonconsistency
12.7capletsasputsondiscountbonds
12.8swaptionsasoptionsoncouponbonds
12.9calculationsinvba
problems
13valuingderivativesintheextendedvasicekmodel
13.1theshortrateanddiscountbondprices
13.2thevasicekmode]
13.3estimatingthevasicekmodel
13.4hedginginthevasicekmodel
13.5extensionsofthevasicekmodel
13.6fittingdiscountbondpricesandforwardrates
13.7discountbondoptions,capsandfloors
13.8couponbondoptionsandswaptions
13.9captionsandfloortions
13.10yieldsandyieldvolatilities
13.11thegeneralhull-whitemodel
13.12calculationsinvba
problems
14abriefsurveyoftermstructuremodels
14.1ho-lee
14.2black-derman-toy
14.3black-karasinski
14.4cox-ingersoll-ross
14.5longstaff-schwartz
14.6heath-jarrow-morton
14.7marketmodelsagain
problems
ppendices
aprogramminginvba
a.1vbaeditorandmodules
a.2subroutinesandfunctions
a.amessageboxandinputbox
a.4writingtoandreadingfromceils
a.5variablesandassignments
a.6mathematicaloperations
a.7randomnumbers
a.8forloops
a.9whileloopsandlogicalexpressions
a.10if,else,andelseifstatements
a.11variabledeclarations
a.12variablepassing
a.13arrays
a.14debugging
bmiscellaneousfactsaboutcontinuous-timemodels
b.1girsanov'stheorem
b.2theminimumofageometricbrownianmotion
b.3besselsquaredprocessesandthecirmodel
listofprograms
listofsymbols
references
index
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