DefaultRisk.com the web's biggest credit risk modeling resource.

Home Store Glossary Links Site Guide Search
pp_other139

Up

Submit Your Paper

Fitch Ratings Jobs

[ Worldwide]

Post Your Résumé
For Recruiters

Featured Book
Paris-Princeton Lectures on Mathematical Finance 2004
Paris-Princeton Lectures on Mathematical Finance 2004 Finance 2004

by Rene A. Carmona, Ivar Ekeland, Arturo Kohatsu-Higa, Jean-Michel Lasry, Pierre-Louis Lions, Huyen Pham, Erik Taflin, Springer, (
October 1, 2007), Paperback, 248 pages

Fitch Quantitative Financial Research (QFR)
Training Discounted for DefaultRisk.com visitors only:

The Mathematics of Credit Derivatives: The Essential Credit Modelling and Pricing Companion
by Philipp J. Schönbucher,
WBS Training, August 2003, DVD / Interactive CD-ROM
Sponsor:
Shop at Amazon.com and support DefaultRisk.com

In Rememberance: World Trade Center (WTC)

Graphical Data Representation in Bankruptcy Analysis

by Wolfgang K. Härdle of Humboldt-Universität zu Berlin,
Rouslan A. Moro of Humboldt-Universität zu Berlin, and
Dorothea Schäfer of the German Institute for Economic Research

February 24, 2006

Abstract: Graphical data representation is an important tool for model selection in bankruptcy analysis since the problem is highly non-linear and its numerical representation is much less transparent. In classical rating models a convenient representation of ratings in a closed form is possible reducing the need for graphical tools. In contrast to that non-linear non-parametric models achieving better accuracy often rely on visualisation. We demonstrate an application of visualisation techniques at different stages of corporate default analysis based on Support Vector Machines (SVM). These stages are the selection of variables (predictors), probability of default (PD) estimation and the representation of PDs for two and higher dimensional models with colour coding. It is at this stage when the selection of a proper colour scheme becomes essential for a correct visualisation of PDs. The mapping of scores into PDs is done as a non-parametric regression with monotonisation. The SVM learns a non-parametric score function that is, in its turn, non-parametrically transformed into PDs. Since PDs cannot be represented in a closed form, some other ways of displaying them must be found. Graphical tools give this possibility.

JEL Classification: C14, G33, C45.

Keywords: company rating, default probability, support vector machines, colour coding.

This paper is republished in…

Books Referenced in this Paper:  (what is this?)

Download paper (1,961K PDF) 24 pages

[Home] [Other Credit Risk Papers]

Support DefaultRisk.com by shopping at Amazon.com

 

 

Home ] Up ]

Please contact me with problems or suggestions.
Copyright © 2000-2008 DefaultRisk.com
Last modified: May 15, 2008