Recovery of Market Value Andreas Gerwinski Seminar Credit Risk Dr. Frank Seifried TU Kaiserslautern 17.Januar 2011 1.

Slides:



Advertisements
Similar presentations
TWO STEP EQUATIONS 1. SOLVE FOR X 2. DO THE ADDITION STEP FIRST
Advertisements

Numbers Treasure Hunt Following each question, click on the answer. If correct, the next page will load with a graphic first – these can be used to check.
AP STUDY SESSION 2.
1
Feichter_DPG-SYKL03_Bild-01. Feichter_DPG-SYKL03_Bild-02.
1 Vorlesung Informatik 2 Algorithmen und Datenstrukturen (Parallel Algorithms) Robin Pomplun.
© 2008 Pearson Addison Wesley. All rights reserved Chapter Seven Costs.
Copyright © 2003 Pearson Education, Inc. Slide 1 Computer Systems Organization & Architecture Chapters 8-12 John D. Carpinelli.
Chapter 1 The Study of Body Function Image PowerPoint
Copyright © 2011, Elsevier Inc. All rights reserved. Chapter 6 Author: Julia Richards and R. Scott Hawley.
Author: Julia Richards and R. Scott Hawley
1 Copyright © 2013 Elsevier Inc. All rights reserved. Appendix 01.
Properties Use, share, or modify this drill on mathematic properties. There is too much material for a single class, so you’ll have to select for your.
Objectives: Generate and describe sequences. Vocabulary:
UNITED NATIONS Shipment Details Report – January 2006.
1 RA I Sub-Regional Training Seminar on CLIMAT&CLIMAT TEMP Reporting Casablanca, Morocco, 20 – 22 December 2005 Status of observing programmes in RA I.
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Properties of Real Numbers CommutativeAssociativeDistributive Identity + × Inverse + ×
Create an Application Title 1A - Adult Chapter 3.
1 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt BlendsDigraphsShort.
FACTORING ax2 + bx + c Think “unfoil” Work down, Show all steps.
Year 6 mental test 5 second questions
Year 6 mental test 10 second questions
1 Discreteness and the Welfare Cost of Labour Supply Tax Distortions Keshab Bhattarai University of Hull and John Whalley Universities of Warwick and Western.
1 Click here to End Presentation Software: Installation and Updates Internet Download CD release NACIS Updates.
REVIEW: Arthropod ID. 1. Name the subphylum. 2. Name the subphylum. 3. Name the order.
Break Time Remaining 10:00.
Table 12.1: Cash Flows to a Cash and Carry Trading Strategy.
PP Test Review Sections 6-1 to 6-6
EU market situation for eggs and poultry Management Committee 20 October 2011.
EU Market Situation for Eggs and Poultry Management Committee 21 June 2012.
Bright Futures Guidelines Priorities and Screening Tables
Bellwork Do the following problem on a ½ sheet of paper and turn in.
2 |SharePoint Saturday New York City
Exarte Bezoek aan de Mediacampus Bachelor in de grafische en digitale media April 2014.
BEEF & VEAL MARKET SITUATION "Single CMO" Management Committee 18 April 2013.
VOORBLAD.
Copyright © 2012, Elsevier Inc. All rights Reserved. 1 Chapter 7 Modeling Structure with Blocks.
1 RA III - Regional Training Seminar on CLIMAT&CLIMAT TEMP Reporting Buenos Aires, Argentina, 25 – 27 October 2006 Status of observing programmes in RA.
Factor P 16 8(8-5ab) 4(d² + 4) 3rs(2r – s) 15cd(1 + 2cd) 8(4a² + 3b²)
Basel-ICU-Journal Challenge18/20/ Basel-ICU-Journal Challenge8/20/2014.
1..
CONTROL VISION Set-up. Step 1 Step 2 Step 3 Step 5 Step 4.
© 2012 National Heart Foundation of Australia. Slide 2.
Adding Up In Chunks.
Universität Kaiserslautern Institut für Technologie und Arbeit / Institute of Technology and Work 1 Q16) Willingness to participate in a follow-up case.
Understanding Generalist Practice, 5e, Kirst-Ashman/Hull
1 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt Synthetic.
Model and Relationships 6 M 1 M M M M M M M M M M M M M M M M
25 seconds left…...
Januar MDMDFSSMDMDFSSS
Analyzing Genes and Genomes
We will resume in: 25 Minutes.
©Brooks/Cole, 2001 Chapter 12 Derived Types-- Enumerated, Structure and Union.
Essential Cell Biology
Intracellular Compartments and Transport
CHAPTER 15 Options Markets.
PSSA Preparation.
Essential Cell Biology
Immunobiology: The Immune System in Health & Disease Sixth Edition
Physics for Scientists & Engineers, 3rd Edition
1 Chapter 13 Nuclear Magnetic Resonance Spectroscopy.
Energy Generation in Mitochondria and Chlorplasts
Murach’s OS/390 and z/OS JCLChapter 16, Slide 1 © 2002, Mike Murach & Associates, Inc.
Presentation transcript:

Recovery of Market Value Andreas Gerwinski Seminar Credit Risk Dr. Frank Seifried TU Kaiserslautern 17.Januar

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Content Chapter 1: Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate Chapter 2: Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds Chapter 3: Pricing Bond and Credit Derivatives Pricing a credit-spread put option 2

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Content Chapter 1: Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 3

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims modeling term structures of bonds and other contingent claims that are subject to default risk default as an unpredictable event governed by a hazard rate process parameterization of losses at default in terms of the fractional reduction in market value that occurs at default fix some contingent claim that, if no default occurs, pays X at time T Arbitrage-free setting in which all securities are priced in terms of some short-rate process r and equivalent martingale measure Q Under this risk neutral probability measure, fractional loss in market value if default were to occur at time t, conditional on the information available up to time t this claim may be priced as if it were default-free by replacing the usual short-term interest rate process r with the default-adjusted short-rate process R=r +hL 4

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims Valuation equation or general pricing relation 5

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 6

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 7

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 8

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 9

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 10

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 11

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 12

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 13

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 14

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of defaultable Claims a discrete-time Motivation Continuous-time valuation Exogenous expected loss rate a continuous-time Markov formulation Price dependent expected loss rate 15

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Content Chapter 2: Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 16

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 17

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 18

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 19

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 20

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 21

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 22

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 23

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 24

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 25

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 26

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 27

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 28

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 29

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 30

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 31

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Valuation of Defaultable Bonds Recovery and valuation of bonds Valuation of noncallable corporate bonds a defaultable HJM model Valuation of defaultable callable bonds 32

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Content Chapter 3: Pricing Bond and Credit Derivatives Pricing a credit-spread put option 33

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Pricing Bond and Credit Derivatives Pricing a credit-spread put option 34

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Pricing Bond and Credit Derivatives Pricing a credit-spread put option 35

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Pricing Bond and Credit Derivatives Pricing a credit-spread put option 36

D.Duffie and K.J.Singleton, Modeling Term Structures of defaultable Bonds Pricing Bond and Credit Derivatives Pricing a credit-spread put option 37

Thank you for your attention! 38