Strategies and payoff diagrams

DINAMIKA RISET WILL HELP YOU TO FINISH YOUR THESIS/DISSERTATION, CONTACT PERSON Wawan 081294635021   Below are some topics which important for your thesis/dissertation: An to Options and Markets What is an option? Arbitrage Reading the financial press What are options for? Other types of option Interest rates and present value The Random Nature of the Stock Market A simple model for asset prices Ito's lemma The elimination of randomness Basic Option Theory The value of an option Strategies and payoff diagrams Put-call parity The Black—Scholes analysis The Black—Scholes equation Boundary and final conditions European options The Black—Scholes formulaEuropean options Options on dividend-paying assets American options Hedging in practice Implied volatility Forward and futures contracts Warrants Partial Differential Equations First order linear equations The diffusion equation Basic properties of the diffusion equation Initial and boundary conditions The initial value problem in a finite interval The initial value problem on an infinite interval Forward versus backward Explicit Solutions of the Diffusion Equation in Fed Domains Similarity An initial value problem The Black—Scholes equationexplicit American Options as Free Boundary Problems Free boundary, The American put The American call with dividends Analysis of the American call option A local analysis of the free boundary American Options as Variational Inequalities Variational inequalities and the obstacle problem . The obstacle problem The linear complementarity formulation The variational inequality formulation A variational inequality for the American put A variational inequality for the American call Dividends and Time-dependent Parameters Dividends in the Black—Scholes framework Jump conditions for discrete dividends A generalisation with explicit formulae Exotic Options Exotic and path-dependent options Binary options Compound options Chooser options Barrier options Asian options Lookback options A unifying framework Discrete sampling Barrier Options The different types of barrier option An out barrier An in barrier Asian Options Options depending on averages Continuously sampled averages Arithmetic averaging Geometric averaging Discretely sampled averages Jump conditions Arithmetic averaging Geometric averaging Similarity reductions The average strike option Boundary conditions for the European option Put-call parity for the European average strike The American average strike option Local analysis of the free boundary near expiry Average strike foreign exchange options Average rate options Geometric averaging and discrete samplingGeometric averaging and continuous sampling The arithmetic average Lookback Options The lookback put Continuous sampling of the Maximum The European case The American case Discrete sampling of the Maximum The European case The American case Transformation to a single state variable Some Two 'perpetual options' Russian options The stop-loss option Options with Transaction Costs Discrete hedging Portfolios of options Interest Rate Derivative Products Basics of bond pricing Bond pricing with known interest rates The yield curve Stochastic interest rates The bond pricing equation The market price of risk Solutions of the bond pricing equation Analysis for constant parameters Fitting the parameters The extended Vasicek model of Hull & White Bond options Other interest rate products Swaps Caps and floors Swaptions, captions and floortions Convertible Bonds The convertible bond Call and put features Convertible bonds with random interest rate Numerical Methods General considerations for numerical solution Efficiency Outline Finite-difference Approximations Simple finite differences Finite differences for second derivatives Accuracy of finite-difference Approximations The finite-difference mesh The Explicit Finite-difference Method The explicit finite-difference equations Appromaxiting an infinite mesh The explicit finite-difference algorithm The stability problem The stability of explicit finite differences Convergence of the explicit method A probabilistic interpretation Implicit Finite-difference Methods The purpose of implicit methods The fully implicit method The invertibility of M Practical considerations A general LU solver An LU solver for tridiagonal systems The implicit finite-difference algorithm Stability of the implicit scheme Convergence of the implicit scheme The Crank—Nicolson method Accuracy of the Crank—Nicolson method.The Crank—Nicolson finite-difference equations Practical considerations Stability of the Crank—Nicolson method The -method Methods for Free Boundary Problems The obstacle problem The projected SOR solution scheme Projected SOR for the obstacle problem Methods for American Options Finite-difference formulation Solution of the finite-difference problem Numerical Convergence of the method Methods for Exotic Options Three-dimensional models Jump conditions Average strike options Discretisation of the differential equation European average strikes American average strikes A The Probability Density Function AThe transition density function AThe backward problem AThe forward problem A Boundary conditions for the forward problem ARisk neutrality B First Et Times BExpected first et times BCumulative distribution functions for et times B Relationship with the expected et time. BMoving averages BA Et times for moving averages B The cumulative distribution function B Crossing of two moving averages C Lattice Methods CThe lattice structure CThe binomial method C European options C American options C Options paying dividends C Path-dependent options CTrinomial methods D Finite-element Methods DFinite elements and the obstacle problem D Finite-element formulation D Implementing the finite-element method D Solving the finite-element equations DAmerican options D Variational inequality formulation D Finite-element formulation D Finite-element discretisation DSolution of the finite-element problem E We are experienced Consultant to help you finish your Thesis/Dissertation We are located in South Jakarta, Kuningan, Rasuna Said of Differential Equations EVanilla options EPath-dependent options EBond pricing