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Resource type: article, chapter

Construction of a K-immunization strategy with the highest convexity (RB-1995-99-02)

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Title Construction of a K-immunization strategy with the highest convexity (RB-1995-99-02)
Persons Authors: Leszek Saturnin Zaremba
Partner: Systems Research Institute Polish Academy of Sciences, Warsaw
Description In Theorem 1 we prove the existence and construct a portfolio Z* with the highest convexity in the class of portfolios that solve the immunization problem to meet the liability of C dollars to pay K years from now. Z* appears to be a barbell strategy built up with two zero-coupon bonds with the shortest and longest maturities. The result above is interesting not only in its own, but is strictly related to the problem of maximization of the unanticipated rate of return on a portfolio solving the above immunization problem (Theorem 2). Two more results concerning the unanticipated return after K years are provided with proofs. An example illustrating the role of convexity in maximization of the unanticipated return is included. (English)
Keywords "portfolio optimization"@en, "Immunization"@en, "optymalizacja portfela"@pl, "immunizacja"@pl, "bonds"@en, "obligacje"@pl
Classification Resource type: article, chapter
Scientific discipline: Dziedzina nauk społecznych / ekonomia i finanse (2018)
Destination group: pupils, students, scientists
Harmful content: No
Characteristics Title of source document: RB-1995-99-02
Place of publication: Warszawa
Publisher: IBSPAN
Time of publication: 1995
From page: 1
To page: 12
Resource language: English
License CC BY-SA 4.0
Technical information Submitter: Anna Wasilewska
Availability date: 07-09-2022
Collections Kolekcja Instytutu Badań Systemowych PAN w Warszawie

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Leszek Saturnin Zaremba. Construction of a K-immunization strategy with the highest convexity (RB-1995-99-02). [article, chapter] Available in Atlas of Open Science Resources, . License: CC BY-SA 4.0, https://creativecommons.org/licenses/by-sa/4.0/legalcode.pl. Date of access: DD.MM.RRRR.

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