DINAMIKA RISET WILL HELP
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Below are some topics which
important for your thesis/dissertation:
Speculation and gearing
Early exercise
Putcall parity
Binaries or digitals
Bull and bear spreads
Straddles and strangles
Risk reversal
Butterflies and condors
Calendar spreads
LEAPS and FLE
Warrants
Convertible bonds
Over the counter options
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The Binomial Model
Equities can go down as well as up
The option value
Which part of our 'model' didn't we need?
Why should this 'theoretical price' be the 'market price'?
The role of expectations
How did I know to sell ; of the stock for hedging?
The general formula for A
How does this change if interest rates are nonzero?
Is the stock itself correctly priced?
Complete markets
The real and risk-neutral worlds
Nonzero interest rates
And now using symbols
Average asset change
Standard deviation of asset price change
An equation for the value of an option
Hedging
No arbitrage
Where did the probability p go?
Counterintuitive?
The binomial tree
The asset price distribution
Valuing back down the tree
Programming the binomial method
The greeks
Early exercise
The continuoustime limit
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DINAMIKA RISET WILL HELP
YOU TO FINISH YOUR THESIS/DISSERTATION, CONTACT PERSON Wawan 081294635021
We are experienced
Consultant to help you finish your Thesis/Dissertation
We are located in South
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The Random Behavior of Assets
Below are some topics which
important for your thesis/dissertation:
The popular forms of `analysis'
Why we need a model for randomnessJensen's inequality
Similarities between equities, currencies, commodities and indices
Examining returns
Timescales
The drift
The volatility
Estimating volatility
The random walk on a spreadsheet
The Wiener process
The widely accepted model for equities, currencies, commodities and
indices
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We are located in South Jakarta,
Kuningan, Rasuna Said
Elementary Stochastic Calculus
A motivating example
The Markov property
The martingale property
Quadratic variation
Brownian motion
Stochastic integration
Stochastic differential equations
The mean square limit
Functions of stochastic variables and Ito's lemma
Interpretation of Ito's lemma
Ito and Taylor
Ito in higher dimensions
Some pertinent
Brownian motion with drift
The lognormal random walk
A meanreverting random walk
And another meanreverting random walk
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We are located in South
Jakarta, Kuningan, Rasuna Said
The Black-Scholes Model
A very special portfolio
Elimination of riskdelta hedging
No arbitrage
The Black-Scholes equation
The Black-Scholes assumptions
Final conditions
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DINAMIKA RISET WILL HELP
YOU TO FINISH YOUR THESIS/DISSERTATION, CONTACT PERSON Wawan 081294635021
Below are some topics which
important for your thesis/dissertation:
Options on dividend-paying equities
Currency options
Commodity options
Expectations and Black-Scholes
Some other ways of deriving the Black-Scholes equation
The martingale approach
The binomial model
CAPM/utiIity
No arbitrage in the binomial, Black-Scholes and 'other' worlds
Forwards and futures
Forward contracts
Futures contracts
When interest rates are known, forward prices and futures
prices are the same
Options on futures
We are experienced
Consultant to help you finish your Thesis/Dissertation
We are located in South
Jakarta, Kuningan, Rasuna Said
Partial Differential Equations
Putting the Black-Scholes equation into historical perspective
The meaning of the terms in the Black-Scholes equation
Boundary and initial/final conditions
Some solution methods
Transformation to constant coefficient diffusion equation
Green's functions
Series solution
Similarity reductions
Other analytical techniques
Numerical solution
We are experienced
Consultant to help you finish your Thesis/Dissertation
We are located in South
Jakarta, Kuningan, Rasuna Said
The Black-Scholes Formulae and the 'Greeks'
Derivation of the formulae for calls, puts and simple digitals
Formula for a call
Formula for a put
Formula for a binary call
Formula for a binary put
Delta
Gamma
Theta
Speed
Vega
Rho
Implied volatility
A classification of hedging types
Why hedge?
The two main classifications
Delta hedging
Gamma hedging
Vega hedging
Static hedging
Margin hedging
Crash (Platinum) hedging
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DINAMIKA RISET WILL HELP
YOU TO FINISH YOUR THESIS/DISSERTATION, CONTACT PERSON Wawan 081294635021
Below are some topics which
important for your thesis/dissertation:
We are experienced
Consultant to help you finish your Thesis/Dissertation
We are located in South
Jakarta, Kuningan, Rasuna Said
Overview of Volatility Modeling
The different types of volatility
Actual volatility
Historical or realized volatility
Implied volatility
Forward volatility
Volatility estimation by statistical means
The simplest volatility estimateconstant volatility/moving window
Incorporating mean reversion
Exponentially weighted moving average
A simple GARCH model
Expected future volatility
Beyond close-close estimators-range-based estimation of volatility
Maximum likelihood estimation
A simple motivating exampleta numbers
Three hats
The math behind thisfind the standard deviation
Quants' salaries
Skews and smiles
Sensitivity of the straddle to skews and smiles
Sensitivity of the risk reversal to skews and smiles
Different approaches to modeling volatility
To calibrate or not?
Deterministic volatility surfaces
Stochastic volatility
Uncertain parameters
Static hedging
Stochastic volatility and meanvariance analysis
Asymptotic analysis of volatility
The choices of volatility models
We are experienced
Consultant to help you finish your Thesis/Dissertation
We are located in South
Jakarta, Kuningan, Rasuna Said
How to Delta Hedge
What if implied and actual volatilities are different?
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Sabtu, 27 Desember 2014
Standard deviation of asset price change
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