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Chpt 6 - Glen Rose FFA
Chpt 6 - Glen Rose FFA

Network Flows--Applications
Network Flows--Applications

Network Flows--Applications
Network Flows--Applications

... across top Note that arc data appears as a neat table. ...
Multiplying Polynomials
Multiplying Polynomials

Uncertain Parameters, an Empirical Stochastic
Uncertain Parameters, an Empirical Stochastic

... interest rate and the volatility of the underlying asset remain at predetermined and constant levels over the life of the option. Although this may be a valid simplifying assumption for short maturity options, it becomes increasingly less plausible as the maturity increases. There have been numerous ...
Problem Set 7 Solution
Problem Set 7 Solution

Technical Market Overview
Technical Market Overview

... whatever reason, the market has lost its upward momentum. This may just be a temporary lull wherein the market digests various factors it now deems important, or it may be the beginning of a normal correction in equity prices. Furthermore, it is important here to note that, historically, when the ma ...
Mid-term exam
Mid-term exam

... (a) For a singly linked list we have an operation first that gives the first node, and an operation last that gives the last node. In a node, we have operations element and next with the suggested meaning. Give pseudo-code for the algorithm insertLast that takes as input a singly linked list L and d ...
Factsheet Floating Rate Income Trust USD
Factsheet Floating Rate Income Trust USD

colour ppt
colour ppt

... the automobile that is “optional at extra cost”. In this sense, an option is a choice. Every option is either a call option or a put option. • Call option: a security that gives its owner the right, but not the obligation, to purchase a specified asset for a specified price, known as the exercise pr ...
Data Structures for Integer Branch and Bound Search Tree
Data Structures for Integer Branch and Bound Search Tree

... One way to implement this strategy is to create two subproblems at each branching step, as in depth-first search, but do not solve the corresponding LP relaxations immediately. Instead, add the two subproblems to the list and assign them the same upper bound as their parent. The node with the best ( ...
jointly hedging jump-to-default risk and mark-to
jointly hedging jump-to-default risk and mark-to

... One must keep in mind that the required equity-deltas for MTMneutrality are highly model-dependent1 . The resulting hedge ratios might differ when different models are applied. For instance, for the equity-delta of the stock options, should we use a creditequity model or the market standard Black-Sc ...
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New_Laboratory_2

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Chap 3

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Coupon Rate
Coupon Rate

CS2351 Data Structures
CS2351 Data Structures

... • A graph consists of a set of nodes and a set of edges joining the nodes • A tree is a special kind of graph, where there is one connected component, and that it contains no cycles • In this lecture, we introduce how to store a tree, and how to store a graph ...
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1 Trees 1. What is a tree • The tree is a fundamental structure. The

... A tree consists of a set of nodes and a set of directed edges that connect pairs of nodes. One node is distinguished as the root. Every node c, except the root, is connected by an edge from exactly one other node p. Node p is the c’s parent, and c is one of p’s children. Another definition of a tree ...
Options for Enhancing Risk-Adjusted Returns Covered Call
Options for Enhancing Risk-Adjusted Returns Covered Call

View/Open - Pan Africa Christian University
View/Open - Pan Africa Christian University

The reference book for Value at Risk on the Casualty Actuarial
The reference book for Value at Risk on the Casualty Actuarial

... observed on a given day are expressed as a linear combination of the factors by solving a set of ten equations. Interest rate move for a particular factor is known as factor loading. Factor scores are the amounts of the factors in the rate movement. Importance of the factor is measured by SD of the ...
Unconstrained Fitting of Non-Central Risk-Neutral
Unconstrained Fitting of Non-Central Risk-Neutral

... were 1 jump/year for the jump frequency, and an expectation and volatility of the jump amplitude ratios of 0.7 and 1%, respectively. The volatility of the di¤usive part was taken to be constant at 12.13%. The theoretical density (expiry 0.5 years) is shown in Fig 11 with a thin continuous line. The ...
Binomial Theorem (Pascal`s Triangle)
Binomial Theorem (Pascal`s Triangle)

PDF
PDF

... By means of these formulae, one may derive some important properties of the central binomial coeficients. By examining the first two formulae, one may deduce results about the prime factors of central binomial coefficients (for proofs, please see the attachments to this entry): Theorem 1 If n ≥ 3 i ...
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Trees Types and Operations
Trees Types and Operations

< 1 ... 152 153 154 155 156 157 158 159 160 ... 166 >

Lattice model (finance)



For other meanings, see lattice model (disambiguation)In finance, a lattice model [1] is a technique applied to the valuation of derivatives, where, because of path dependence in the payoff, 1) a discretized model is required and 2) Monte Carlo methods fail to account for optimal decisions to terminate the derivative by early exercise. For equity options, a typical example would be pricing an American option, where a decision as to option exercise is required at ""all"" times (any time) before and including maturity. A continuous model, on the other hand, such as Black Scholes, would only allow for the valuation of European options, where exercise is on the option's maturity date. For interest rate derivatives lattices are additionally useful in that they address many of the issues encountered with continuous models, such as pull to par.
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