Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach

Publikation: Working paperForskning

Standard

Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach. / Backwell, Alex; Macrina, Andrea; Schloegl, Erik; Skovmand, David.

SSRN: Social Science Research Network, 2019.

Publikation: Working paperForskning

Harvard

Backwell, A, Macrina, A, Schloegl, E & Skovmand, D 2019 'Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach' SSRN: Social Science Research Network. https://doi.org/10.2139/ssrn.3399680

APA

Backwell, A., Macrina, A., Schloegl, E., & Skovmand, D. (2019). Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach. SSRN: Social Science Research Network. https://doi.org/10.2139/ssrn.3399680

Vancouver

Backwell A, Macrina A, Schloegl E, Skovmand D. Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach. SSRN: Social Science Research Network. 2019 jun. 27. https://doi.org/10.2139/ssrn.3399680

Author

Backwell, Alex ; Macrina, Andrea ; Schloegl, Erik ; Skovmand, David. / Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach. SSRN: Social Science Research Network, 2019.

Bibtex

@techreport{071a4b216f19496c87d53b54b8511020,
title = "Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach",
abstract = "Modelling the risk that a financial institution may not be able to roll over short-term borrowing at the market reference rate, we derive the dynamics of (interbank) reference term rates (e.g., LIBOR) and their spread vis-{\`a}-vis benchmarks based on overnight reference rates, e.g., rates implied by overnight index swaps (OIS). This is particularly relevant to the current debate around the transition of replacing the former by the latter. The model endogenously generates different interest rate term structures for each tenor, that is, for each different choice of the length of the interest rate accrual period, be it overnight (e.g., OIS), three–month LIBOR, six–month LIBOR, etc. We show that it can be calibrated simultaneously to available market instruments at a particular point in time, and the model interpolates the market for basis spreads of different tenors well, giving confidence for the use of the model to price bespoke tenors relative to the market.",
keywords = "Roll-Over Risk, Multi-Curve Interest Rate Term Structure, OIS, IBOR, LIBOR Transition, Basis Swaps, Calibration",
author = "Alex Backwell and Andrea Macrina and Erik Schloegl and David Skovmand",
year = "2019",
month = jun,
day = "27",
doi = "10.2139/ssrn.3399680",
language = "English",
publisher = "SSRN: Social Science Research Network",
type = "WorkingPaper",
institution = "SSRN: Social Science Research Network",

}

RIS

TY - UNPB

T1 - Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach

AU - Backwell, Alex

AU - Macrina, Andrea

AU - Schloegl, Erik

AU - Skovmand, David

PY - 2019/6/27

Y1 - 2019/6/27

N2 - Modelling the risk that a financial institution may not be able to roll over short-term borrowing at the market reference rate, we derive the dynamics of (interbank) reference term rates (e.g., LIBOR) and their spread vis-à-vis benchmarks based on overnight reference rates, e.g., rates implied by overnight index swaps (OIS). This is particularly relevant to the current debate around the transition of replacing the former by the latter. The model endogenously generates different interest rate term structures for each tenor, that is, for each different choice of the length of the interest rate accrual period, be it overnight (e.g., OIS), three–month LIBOR, six–month LIBOR, etc. We show that it can be calibrated simultaneously to available market instruments at a particular point in time, and the model interpolates the market for basis spreads of different tenors well, giving confidence for the use of the model to price bespoke tenors relative to the market.

AB - Modelling the risk that a financial institution may not be able to roll over short-term borrowing at the market reference rate, we derive the dynamics of (interbank) reference term rates (e.g., LIBOR) and their spread vis-à-vis benchmarks based on overnight reference rates, e.g., rates implied by overnight index swaps (OIS). This is particularly relevant to the current debate around the transition of replacing the former by the latter. The model endogenously generates different interest rate term structures for each tenor, that is, for each different choice of the length of the interest rate accrual period, be it overnight (e.g., OIS), three–month LIBOR, six–month LIBOR, etc. We show that it can be calibrated simultaneously to available market instruments at a particular point in time, and the model interpolates the market for basis spreads of different tenors well, giving confidence for the use of the model to price bespoke tenors relative to the market.

KW - Roll-Over Risk

KW - Multi-Curve Interest Rate Term Structure

KW - OIS

KW - IBOR

KW - LIBOR Transition

KW - Basis Swaps

KW - Calibration

U2 - 10.2139/ssrn.3399680

DO - 10.2139/ssrn.3399680

M3 - Working paper

BT - Term Rates, Multicurve Term Structures and Overnight Rate Benchmarks: a Roll-Over Risk Approach

PB - SSRN: Social Science Research Network

ER -

ID: 229379178