Credit strategy Flashcards
(67 cards)
interpolated benchmark
use of the most liquid, on-the-run government bonds to derive a hypothetical x-year UK gilt YTM
effective spread duuration
it has equation look like effective duration
CVA
Credit valuation adjustment: present value of credit risk
default risk
probability of default:
+ likelihood that :
+ a borrower defaults or fails to meet its obligation to make full and timely payments of principal and interest
+ according to the terms of the debt security
loss severity
+ loss given default - LOD: amount of loss if default occurs
+ expressed as % of par value
credit loss rate
represents the realized percentage of par value lost to default for a group of bonds = the bonds’ default rate x the loss severity
credit migration
likelihood of change in rating of public bond, usually has a negative effect to bond prices
credit cycle
cycle of credit, should learn by heart the table
G-spread
use interpolate from gov yield
Adv:
+ transparent & maturity matching with default risk free bond
Disadv:
+ Subject to change in gov bond demand
I-spread
interpolated spread: spread use interest rate swap as a benchmark = yield - swap rate
Adv:
+ used as hedge or carry trade
Disadv:
+ Point estimate of term structure (resolve in Z-spread)
+ Limited to option-free bond
asset swap spread
= bond fixed coupon rate - MRR (market reference rate)
Adv:
+ Use in traded spread: coupon <> MRR + spread
Disadv:
+ Tradable spread rather than spread measure coresponding to CF
+ Limited to option free bond
zero-volatility spread (Z-spread)
the spread add to the discount to help the bond price equal market price
Adv: capture term structure
Disadv:
+ more complex calculation
+ limited to option free bond
Credit default swap (CDS) basis
= Z-spread on a specific bond - the CDS spread of the same (or interpolated) maturity for the same issuer.
Adv: Interpolated CDS spread & Z-spread
Disadv:
+ traded rather than measure corresponding
+ Limited to option free
option-adjusted spread (OAS)
a generalization of the Z-spread calculation that incorporates bond option pricing based on assumed interest rate volatility:
Adv: can compare option free bond to embedded option
Disadv:
+ complex
+ not stable overtime
discount margin (DM)
Additional return because of risky asset
zero-discount margin (Z-DM)
When price = par
effective spread convexity
like convexity but related to delta spread
spread duration
= - (effSpreadDu x deltaspread) + 1/2 x EffSpreadCon x (delta Spread)^2
OAS duration
= - (effSpreadDu x deltaspread) + 1/2 x EffSpreadCon x (delta Spread)^2
Duration Times Spread (DTS)
DTS ≈ (EffSpreadDur × Spread)
Excess Spread
= Spread x t - EffSpreadDu x Delta Spread
Expected excess spread return
= Spread x t - EffSpreadDu x Delta Spread - 1/2 EffSpreadCon x (deltaSpread)^2
Effective Spread Duration
like Effective Duration but replace yield by Delta MRR (Market reference rate)
Effective Spread Duration
look like Effective Duration by replace yield by Delta DM (discount margin)