fixe Income indexes Flashcards
methods used to match underlying market index
pure indexing
pure indexing
investor aims to replicate an existing marke Index
flu replication approach
purchasing all securities within an index
enhance indexing strategy
investor purchases fewer securities than the full set of index constituents but matches the primary risk factors
aim to match index performance under different market scenarios more efficiently
active management
taking positions in primary risk factors that deviate from those of the index
difficulties in track¡king fixed income indexes
size and breath
wide array of fixed income securities
unique issuance and trading patterns of bonds vs other securities
–effect of these patterns on index composition and co striation, pricing, and valuation
are fixed income markets larger than equity markets?
yes, much more
equity securities trade usually on market exchanges or OTC?
market exchanges
fixed income securities trade usually on market exchanges or OTC?
OTC
are fixed income instruments more liquid than equity securities?
nah, more illiquid
matrix pricing
used for fixed-income instruments that are not actively traded and therefore do not have an observable price
uses observable liquid benchmark yields such as treasuries of similar maturity and duration as well as the benchmark spread of bonds with comparable times to maturity, credit quality dn sector or security type
why do fixed income indexes change frequently?
as a result of both new debt issuance
the maturity of outstanding books
rebalancing bond indexes happens at which rate?
what does this mean for managers trying to do pure indexing?
monthly
manager sincere higher transaction costs
the primary risk factors present in a fixed income index that managers try to obtain with diversification
portfolio modified adjusted duration
key rate duration
percent in sector and quality
sector and quality spread duration contribution
sector/coupon/maturity cell weights
issuer exposure
portfolio modified adjusted duration
a formula that expresses the measurable change in the value of a security in response to a change in interest rates
follows the concept that interest rates and bond prices move in opposite directions
This formula is used to determine the effect that a 100-basis-point (1%) change in interest rates will have on the price of a bond
Duration/(1 + YTM/n)
gauges the index sensitivity to parallel yield curve shifts