Skip to main content

All Questions

Tagged with
Filter by
Sorted by
Tagged with
0 votes
0 answers
44 views

Validate spread of simulated rates under the LMM

Looking for a way to validate the spread of simulated forward rates from the LMM model. Test Log-Normality for LIBOR forward rates under the Libor Market Model this post suggests using the simulated ...
D. Welch's user avatar
2 votes
0 answers
91 views

ATM cap prices in Vasicek model (Filipovic)

I am trying to replicate the ATM cap prices in table 7.1 (see bottom of this post) from Filipovic's book "Term Structure Models - A Graduate Course" which assume the Vasicek model and uses ...
Landscape's user avatar
  • 568
7 votes
1 answer
793 views

Caplet stripping in the bwd-looking RFR world with/without maturity adjustment

Since the beginning of this year, LIBOR rates have ceased in some markets like GBP, CHF, and JPY and rates pricing has moved into the RFR space, using compounded overnight rates as the underlying for ...
KevinT's user avatar
  • 665
4 votes
0 answers
298 views

IR Cap Forward Premium

A well known broker quotes cap/floors as spot premium for ATM straddles but forward premium for the skew, given that the difference between spot premium and forward premium is that the option is not ...
BrownianBread's user avatar
1 vote
1 answer
301 views

What is the correct volatility to use for inverting Black76?

I'm using VCUB on Bloomberg for ATM cap volatilities and have noticed there are a few "flavors" of volatilities. I would like simply use ATM flat vols to bootstrap forward volatilities from ...
Carp's user avatar
  • 11
0 votes
0 answers
156 views

Where can (current) interest rate cap prices be found?

I'm somewhat new to interest rate models and am interested in obtaining ATM cap prices and volatilities for calibration purposes (Black-Derman-Toy, Hull-White, etc.). Ideally, this would enable me to ...
Carp's user avatar
  • 11
6 votes
2 answers
1k views

Caplet "in arrears" pricing formula

The forward Libor rate $L(t,t_1,t_2)$, with $0 \leq t \leq t_1$, must be a martingale under the T-forward measure associated with the zero coupon bond $P(t,t_2)$ that matures at time $t_2$. Pricing a ...
Jan Stuller's user avatar
  • 6,490