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  • About
  • The Global ETD Search service is a free service for researchers to find electronic theses and dissertations. This service is provided by the Networked Digital Library of Theses and Dissertations.
    Our metadata is collected from universities around the world. If you manage a university/consortium/country archive and want to be added, details can be found on the NDLTD website.
1

Modeling and monitoring of the price process of Credit Default Swaps

Loshkina, Anna, Malysheva, Elena January 2008 (has links)
<p>Credit derivatives are very popular on financial markets in recent days.</p><p>The most liquid credit derivative is a credit default swap (CDS). In</p><p>this research we investigate methods for modeling and monitoring of the</p><p>price process of CDS. We study Hull and White model to calculate CDS</p><p>spread and have data for our analysis. We consider different methods for</p><p>monitoring of the price process of CDS. In particular we study CUSUM</p><p>method. And we calculate more commonly used perfomance measures</p><p>for this method.</p>
2

Modeling and monitoring of the price process of Credit Default Swaps

Loshkina, Anna, Malysheva, Elena January 2008 (has links)
Credit derivatives are very popular on financial markets in recent days. The most liquid credit derivative is a credit default swap (CDS). In this research we investigate methods for modeling and monitoring of the price process of CDS. We study Hull and White model to calculate CDS spread and have data for our analysis. We consider different methods for monitoring of the price process of CDS. In particular we study CUSUM method. And we calculate more commonly used perfomance measures for this method.
3

結構型商品評價與分析-以雙重結構利率連動債及通貨膨脹連動信用債為例

廖韋綾 Unknown Date (has links)
市場上為了因應投資人的需求,推出來越來越多樣化的結構式產品。結構型商品雖然標榜保本、高配息、高預期報酬,但仍然依照產品結構與連動標的不同,而有相當的投資風險。所以投資人應做好基本功課與認知,才能在投資連動債時明哲保身。 基於上述的理由,本文希望可以透過對結構式債券的評價、分析,讓投資人更了解投資結構式債券所面臨的風險與報酬,避免投資人因為不了解結構式債券的特性而遭受損失,或是因為不了解結構式債券而降低了投資的意願。 個案一為雙重結構利率債券,採用的評價方式為:先利用無套利Hull and White利率模型建構與市場式一致的利率期間結構,再搭配路徑函數的方式展出每日的利率樹,經過轉換後就可根據條款倒推求算利率連動債券的價格。 個案二為通貨膨脹連動信用債券:先採用Duffie and Singleton的方式建構信用曲線,求出違約邊際機率後;再透過Monte Carlo的方式模擬消費者物價指數來計算每期配息。在已知每個節點的預期現金流量後,就可利用倒推的方式求解信用連動債券的價格。

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