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Taylor Rule

G-K

S-T

Real Estate: Cap Rate and Return

MVO definition and pitfalls (3)
MVO solves for efficient frontier and asset allocation. Pitfalls include estimation, concentrated allocations, and a single period analysis
Utility Maximization
E(R)-0.005(risk aversion coefficient lambda)(variance of port)
Stock Concentration

Effective Duration

Effective Convexity

Fixed Income Return

Leverage Return

Gini Coefficient
Wealth Distribution - 0 is perfectly uniform and higher coefficient linked to higher skew in distribution
After Tax with accrual taxes, deferral of taxes on investment, deferral of taxes on investment and cost basis

change in market value of equity for banks and insurers

duration of equity of bank or insurer

Vol of percentage change in market value of equity capital of bank or insurer

Returns Based Attribution
Regressions to analyze returns over time
Holdings Based Attribution
Use beg of period assets
Transactions Based Attribution
Update beg of period assets with subsequent trades
B-F model
(w-W)(Bi-B) ALLOCATION
BHB Model
(w-W)Bi ALLOCATION
Contribution to Selection
W(R-B) (bench weight)
Interaction Attribution
(w-W)(R-B)
Carhart Model
attribution due to market index, market cap, book value to price, momentum
Benchmark Quality
P = M + S + A
market index + return due to style + active return
Sharpe
(r-rf)/o
Treynor
(r-rf)/B
Information Ratio
Performance against bench accounting for risk:
PORT RETURN - BENCH RETURN / stddev(rp-rb)
appraisal ratio
alpha / std dev of residual
Sortino
downside risk considered: return - rf / target semistandard dev
Type I/II error
I: Null rejected when no value added
II: null not rejected when there was value added
Collar
Like Bull spread but own the underlying too
Vol Skew
implied vol increases for otm puts and decreases for otm calls - otm puts are desirable as insurance against market declines while demand for otm calls is low
for an increase in equity market volatility, buy atm call of VIX and sell OTM put on VIX
Notional Principal of Interest Rate Swap
((MDT-MDP)/MDS)(MVP)
Duration Based hedge ratio (interest rate risk)
BPVHR = (-BPVP/BPVCTD)*CF
BPV
Change in value of security given 1 basis point change in yield
BPV
MD*0.01%*MV
MV
CTD/100*NV
BPVHR
(BPVT-BPVP)*CF / BPVCTD
BPVT
MD*0.0001*MV
Moving to TARGET PORTFOLIO BETA
(BT-BP / BF)(MV/F)
F = futures price * multiplier
variance swaps
no exchange before or during - only exchange is at expiration based on difference between actual and implied variance
var swap - variance notional
vega notional / (2*strike)
var swap - profit

currency return and var
