SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION

The article is devoted to taking into account the behavior of the duration indicator between coupon payments in dependence of this indicator from term to maturity. It was found that during the coupon period Macaulay duration varies linearly and at the end of the period duration has a jump, the value...

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Autor principal: Natalia V. Popova
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Lenguaje:RU
Publicado: Plekhanov Russian University of Economics 2017
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Acceso en línea:https://doaj.org/article/18d5582358b8425fa3223bc0ce95c8d7
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spelling oai:doaj.org-article:18d5582358b8425fa3223bc0ce95c8d72021-11-15T05:20:45ZSPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION2413-28292587-925110.21686/2413-2829-2017-3-142-150https://doaj.org/article/18d5582358b8425fa3223bc0ce95c8d72017-09-01T00:00:00Zhttps://vest.rea.ru/jour/article/view/303https://doaj.org/toc/2413-2829https://doaj.org/toc/2587-9251The article is devoted to taking into account the behavior of the duration indicator between coupon payments in dependence of this indicator from term to maturity. It was found that during the coupon period Macaulay duration varies linearly and at the end of the period duration has a jump, the value of which increases with the term to maturity for bonds sold with a premium and at par. For bonds that are sold at a discount, the value of the jump has a maximum in the region of large maturities. The mathematical proof of the behavior of the jump obtained. The calculations confirm the assertion proven. The results allow to clarify the dependence of Macaulay duration of the period to maturity and complement the theory of financial investments in fixed income.Natalia V. PopovaPlekhanov Russian University of Economicsarticleterm to maturity, macaulay's durationjump of durationmathematical methodsEconomics as a scienceHB71-74RUВестник Российского экономического университета имени Г. В. Плеханова, Vol 0, Iss 3, Pp 142-150 (2017)
institution DOAJ
collection DOAJ
language RU
topic term to maturity, macaulay's duration
jump of duration
mathematical methods
Economics as a science
HB71-74
spellingShingle term to maturity, macaulay's duration
jump of duration
mathematical methods
Economics as a science
HB71-74
Natalia V. Popova
SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION
description The article is devoted to taking into account the behavior of the duration indicator between coupon payments in dependence of this indicator from term to maturity. It was found that during the coupon period Macaulay duration varies linearly and at the end of the period duration has a jump, the value of which increases with the term to maturity for bonds sold with a premium and at par. For bonds that are sold at a discount, the value of the jump has a maximum in the region of large maturities. The mathematical proof of the behavior of the jump obtained. The calculations confirm the assertion proven. The results allow to clarify the dependence of Macaulay duration of the period to maturity and complement the theory of financial investments in fixed income.
format article
author Natalia V. Popova
author_facet Natalia V. Popova
author_sort Natalia V. Popova
title SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION
title_short SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION
title_full SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION
title_fullStr SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION
title_full_unstemmed SPECIFIC FEATURES OF MACAULAY DURATION DEPENDENCE ON PERIOD TO REDEMPTION
title_sort specific features of macaulay duration dependence on period to redemption
publisher Plekhanov Russian University of Economics
publishDate 2017
url https://doaj.org/article/18d5582358b8425fa3223bc0ce95c8d7
work_keys_str_mv AT nataliavpopova specificfeaturesofmacaulaydurationdependenceonperiodtoredemption
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