1. FUNDAMENTALS Flashcards

1
Q

Client objectives

A

Stability of principle - most conservative and risk averse. capital preservation is most important = MMI, T-bills, certificates of deposit

Income - still risk averse but marginally less. No specific requirement for capital to be preserved. = IG/sov bonds, preference shares. default risk

Growth of income = income growing over time and eventually exceeding that of standard income objective. Income generating component of bonds and high divi stocks and growth component that will meet projected income needs. bonds vs equity income safety

Capital appreciation = no income req, comps reinvesting capital for max growth. tends to have high equity weighting and high vol. Income tax lower on divi vs bonds and barely any divi. flexibility to have tax via CGT charged at future date

May have multiple objectives over time or at once

Asset liability matching

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2
Q

Wealth management process

A

info gathering = fact find. Understand liabilities/needs/objectives/expenditure/inheritance
attitude/need to take risk
suitability/vulnerability/potential vulnerability

development of investment policy - passive vs active/ strategical/tactical, asset liability matching,

portfolio construction - sec selection and timin g

portfolio monitoring - agree benchmark and evaluate performance vs benchmark

evaluation - continual evaluation of perf vs benchmark
assessment of market expectation and trends
revise portfolio is desired outcomes not met

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3
Q

Client circs

A

unlikely to remain static - must be reassessed
encourage client to reach out to inform of any changes (house purchases)
- financial needs and preferences
- risk aversion/tolerance
- need to take risk
- constraints

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4
Q

risk aversion

A

= 1/ risk tolerance

RT = 1/RA

(triangle with 1 on top)

= tendency to avoid risk
Would prefer preservation of capital>seeking higher returns

not exact science - risk profiling tool may have numeric output but risk not linear
client may also have misunderstood questionnaire
- helps to make risk feel risk with max drawdrown etc

risk tolerance = the amount of loss an investor is prepared to handle while making an investment decision

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5
Q

Benefits and drawbacks of risk aversion scores in portfolio construction (using utility scores)

A

BENE
-helpful starting point for discussion of risk with client
- easy to calculate
- combines objective investment risk with psych risk tolerance to give holistic risk penality

DRAWBACKS
- doesnt include need or capacity
- scaling if used is subjective
- relies on honesty and openness of client reporting
- wouldnt base decision solely on this in isolation

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6
Q

Merits and drawbacks of risk aversion alone

A

BENE
- easy to calc and explain
- Means of allocating people to diff investment portfolios who may have similar objectives
- means of tracking changes to client attitude to risk

DRAWBACKS
- doesnt include risk or capacity
- just one of several techniques to find appropriate inv portfolio for client
- risk aversion may change with events/over time so survey responses may not be consistent

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7
Q

Uses of annuities in portfolio construction

A

Useful when client dependent on portfolio income for daily needs
- capita preservation would also be important as it is needed to generate income
- prevents longevity risk
- could provide inflation linked income (initial value is lower tho)

typically used for pension planning purposes but also can get care annuity
income generally dependent on prevailing annuity rates @ retirement (driven by gilt yields and longevity) - became unpopular with low gilt yields
- non inheritable unlike pension drawdown

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8
Q

taxation of annuitites

A

Purchased life annuities taxed as interest on the income element (which you buy with your savings)

Pension annuities taxed in full as non savings income (like a salary)

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9
Q

Types of annuity

A

Conventional - secured inc in XC for lump sum. Pay guaranteed income for rest of life

Variable - income dependent on performance of investments. these have investment risk so less benefit vs drawdown

Deferred - pay regular income @ later date

Guaranteed - income paid for minimum term (paid to estate after death if you die within term)

Can be inflation linked or increase @ fixed % for additional cost

Can be joint - where income continues on first death to benefit other holder (doesnt have to be spouse)

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10
Q

Investment risks

A
  • capital preservation in monetary terms
  • capital preservation in real terms
  • possibility of undesirable outcomes = loss of wealth etc
  • probability that outcome may fail to meet required target set @ beginning
  • inability to raise necessary cash sum when required
  • reliability of income stream
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11
Q

Attitude to risk

A
  • How much risk client comfortable taking within timeframe
  • assessed qualitatively and quantitately
  • will probs change with time (e.g. 20yo SIPP vs 70 yo SIPP)
  • can have different attitude with different pots of money (mental accounting)
  • ability, willingness and need
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12
Q

Utility

A

utility = return on portfolio - (variance/risk tolerance)

optimal portfolio = one that provides highest utility
(bracketed item) = risk penalty: high vol with low risk tolerance will give large risk penalty

certainty equiv = rate of return you would get without taking risk
utility of a T bill = expected return as variance = 0
so then look for which asset gives utility over certainty equivalent

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13
Q

Purpose of subjective scaling in utility calc

A

Can be any number but usually a half

applying decimal to risk penalty in equation reduces impact of any one quant risj aversion factor

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14
Q

Certainty equivalent rate

A

Utility scores =return on portfolio - (variance/risk tolerance)
Risk penalty for each investment has been deducted - portoflios are derisked and so can be viewed as certainty equivalent rate
= rate a RF investment would need to return to provide same utility

If portfolio utility> rate on RF sec - then that portfolio is preferable over the risk free investment

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15
Q

socioeconomic characterisitcs + life cycles

A

gender - women save @ greater rate than men and tend to be more risk averse (fewer years of economic activity and longer life expectancy)

marital status - couples/families have higher propensity to save. marriage decreases male risk tolerance and increases female risk tolerance

age/lifestyle cycles

foundation phase - early and inexperienced, staring to build income. Ambitious wealth creation, high risk tolerance

accumulation phase - more invested and earning more. expenses may increase with family then drop off = more funds for investment and potentially increased risk tolerance

maintenance phase - engine room of pension performance. maybe reduce risk in lead up to retirement. reduced tolerance for investment losses. close to/already retired

distribution phase - retirement and drawdown. accumulated wealth protected in acc phase now ready for distro. tax saving and wealth transfer to beneficiariares

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16
Q

Consumer duty

A

FCA wants to see higher level of consumer protection in retail financial market

Underpinned by three cross cutting rules
1. Act in good faith toward retail customers.
2. Avoid foreseeable harm to retail customers.
3. Enable and support retail customers to pursue their financial objectives.

Also added a new PRIN of business
‘A firm must act to deliver good outcomes for retail customers’.

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17
Q

High quality IPS

A

Client info
- client circs, needs, restrictions
- objectives, risks, needs, liabilities, base currency, time horizon
- set out investor expectations
- service relationship
- residence andtax status
- capital and liquidity req
- tax position/wrapper

Organizational and governance info
- investment mission and purpose
- investment objective
- strategy and investment style
-investment team organization and process

investment policy
- benchmark/index
- risk management - limits, liquidity, holding levels
- costs and charges
-reporting reqs
- sentimental holdings/avoidance

strategy element
- investment/house approach, beliefs about markets, weightings
- active/passive
- exclusions
- ESG/stewardship/ethical approach

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18
Q

Types of risk

A

systematic - market risk, less diversifiable
unsystematic risk - comp specific and can be diversified away
- E.G. management risk, industry, financial
inflation risk - can erode returns over long period
interest rate risk - sharp changes in rates can change shape of yield curve drastically. And growth stocks can derate
exchange rate risk due to overseas operation
liquidity risk - ease with which investment can be bought/sold
default risk - risk that borrower fails to make timely payments of prin/interest
ESG risk - impact that esg issues may have on investments
capital risk - possibility of capital loss
event risk - risk of severe and sudden loss to investment value due to sudden unexpected evetn
political risk - risk returns could suffer due to political changes/instability, also fiscal risk = changes to tax regime
operational risk = risk to investment due to internal ops/excution of company
pension fund deficit risk - risk that liabilities outway funds avail to meet them

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19
Q

Systemic risk

A

= total risk (systematic and unsystematic) x corr coeff

corr coeff : between sec and market

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20
Q

Portfolio risk (standard dev)

A
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21
Q

Portfolio diversification

A

academia says 30-25 holdings = unsystematic risk diversified away

funds may hold more in practise due to liquidity and large holdings in small comps
also likely benchmark aware

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22
Q

Total risk (standard dev) if given systematic and unsystematic

A

SQUARE THEM, SUM THEM, ROOT THEM

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23
Q

Expected return with probabilities

A
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24
Q

standard deviation?

calc when given probability set

A

measure how widely actual returns vary around mean/expected return

  1. cal return diff vs mean
  2. square differences
  3. times differences by prob
  4. sum to get variance
  5. root to get SD
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25
Q

standard deviation of a population or sample

A
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26
Q

Geometric mean

A

Used when return/growth is compounded

arithmetic mean doesnt consider compounding

27
Q

Arithmetic mean vs geometric

A

Arithmetic = average: doesnt take compounding into account but geo does
makes sense when one can withdraw funds @ any time so compounding may not be relevant
where there is RPI linkage since RPI is arithmetic mean of price changes

geometric = takes compounding into account so tends to be more accurate measure for investments (since there is serial correlation)
- good for vol investments and LT time horizons

28
Q

Non normal distro (kurtosis)

A

skew and kurtosis can help measure the degree by which returns differ from normal distro

Leptokurtosis = more pointed/taller middle with long skinny tails = long tail risk. small prob of v large losses

platykurtosis= fewer results @ mean, fatter distro with shorter tails

Sharpe uses SD which assumes normal distro but results may show kurtosis

29
Q

Non normal distro (skew)

A

skew and kurtosis can help measure the degree by which returns differ from normal distro

skew = measure of asymmetry of distro around mean - normal distro = zero skew

negative skew = longer negative tail. positive skew = longer positive tail

30
Q

Normal distro

A

often assume in finance that returns are normally distributed
= symmetric bell shaped distribution around mean

68 - 95 - 99.7% rule

in real life - asset returns often not normally distributed

arithmatic mean, median and mode, are all the
same and lie at the centre (differences between the median and mean suggest that the distribution
is skewed)

31
Q

Run tests

A

determines whether a sequence of data within a given distribution have been derived with a random process or impacted by common variable

valuable tool in technical analysis

Wald -Wolfowitz = is data randomly generated or has it been impacted by underlying variable

Kolmogorov-Smirnov - tests how well results fit normal distro pattern of it they are skewed

32
Q

What makes a risk free sec

A
  • returns should be known with certainty in advance
  • should be no default risk
  • should be no reinvestment risk
33
Q

Why are 3m T bills a good rfr

A

Highly liquid and convertable to cash
Risk of non payment is virtually 0
No reinvestment risk as issued @ discount and redeemed @ par

34
Q

Non T-bill rfr

A

If inflation rising rapidly in holding period - real return of T bill may be much less than nominal return

other options are SONIA, EFRA, SOFR, TONIA

35
Q

Correlation of 2 assets

A

measured from -1 to +1
most effective diversification comes from combining negatively correlated assets
observation of correlation doesnt = causation

36
Q

Cov triangle (stock and market)

A

m = market
s= stock

37
Q

Beta calc (stock and market)

A

Cov (ra,rb) = Corr(a,b) x SDa x SDb

var = SD squared

38
Q

Cov sm calc (incl beta)

A

Cov (ra,rb) = Corr(a,b) x SDa x SDb

var = SD squared

39
Q

Portfolio Variance

A

Markowitz formula

Cov (ra,rb) = Corr(a,b) x SDa x SDb

var = SD squared

40
Q

covariance formula

A
41
Q

Covariance calc

A
42
Q

3 asset Markowitz

A

+ (wc2 x SDc2) + (2wc wb Cov rc,rb) + (2wc wa Cov rc,ra)

43
Q

Expected return when combining assets

A

= Weighted avg return from each sec included

44
Q

Pound cost averaging

A

investing fixed amount @ fixed periods of time
regular investment

more shares bought when price low and less bought when price high

kind of assumes price is going to drop but good in general for volatile investments

clients more sensitive to loss than gains - PCA helps this but not showing much conviction in investments

achieves lower returns than other stats but with lower vol

45
Q

Psych benefits and aversions with PCA

A

BENE
- avoids regret if price declines and you have bought at peak
- makes investor feel that they have done something clever
- satisfies deep seated need to avoid loss
- feels instinctively prudent to spread over months vs gamble on large bet

DRAWBACKS
- price may move up in which case the strategy has eroded returns vs buying in one go
- not logical - implies that there will be a fall in price in which case why not wait for this before investing
- sub optimal strat - why not invest more when prices are low?

46
Q

Value averaging

A

VA = means buying shares such that the portfolio value increases by a fixed amount at fixed intervals of time

when prices are low - investor forced to invest more money to bring portfolio value up to set amount.
so avg price paid is less than avg price of shares over same period (as with PCA

47
Q

2 types of FX deals

A

Spot transactions are immediate currency deals that are settled within two working days.

Forward transactions involve currency deals that are agreed for a future date at a rate of exchange
fixed now.

48
Q

Real return

A

Real = (1 +NOM) / (1+ INFL)

49
Q

Forward XC rates and interest rate parity

A

Interest rate parity is a theory in which the interest rate differential between two
countries is equal to the differential between the forward exchange rate and the spot
exchange rate. Interest rate parity plays an essential role in foreign exchange
markets, connecting interest rates, spot exchange rates and foreign exchange rates.

50
Q

Real return formula

A

for foreign clients use domestic rate as this is the rate they are exposed to

counter argument = international fisher eq would double count for inflation and UK inflaiton would already be reflected in currency XC rate

counter to this is that Fisher is LT but currency may not reflect

51
Q

Single index model

A

(Ri-Rf) = Rt = return on investment - rfr

(Rm - Rf) = return on market - rfr
sometimes Rmt

ei = unexplained residual error: assume = 0

52
Q

VaR

A

Value at risk (VaR) quantifies potential financial risk for an investment or a portfolio @ specific probability

offering a quant estimate of the maximum probable downside over a specified time horizon.

VAR = Expected return - (portfolio vol x t-stat for the confidence level)

53
Q

How to work out VAR confidence levels

A

t stat = no. of SDs from mean
% values = % of values within that no. of SDs

only concerned with neg tail SO 95% of values = (100-95)/2 + 95 = 97.5% confidence level
(2.5% negative tail)

54
Q

Conditional VAR

A

CVAR = arithmetic mean losses below VAR

average of the losses if VaR is exceeded

provides the mean loss in the remainder of the distribution tail, starting at VaR

helps understand how stretched left tail returns may be

55
Q

Issues with vol and VAR when presenting risk to clients

A

vol: doesn’t distinguish between positive and negative returns. assumes normal distro (ignores skew, kurtosis, black swan events)

VAR: only considers neg events but still assumes normal returns.
Cornish-Fischer VAR extends VAR to include skew and kurtosis but ignores higher moments.
Historical VAR avoids normal distro by using historical returns but depends on historical data which may be no guide to future

56
Q

Diversification by asset class

A

Cash: useful to have emergency fund. May be wise to hold some in variable rate deposits as hedge against rates

FI - secure income and negatively correlated to equity markets when rates are low

Equtiies: diversified bucket for growth and divi income

CIS: can further spread risk across sector, geog, asset class

Property: brick and mortar illiquid, property shares can be correlated to equities

Unconventional: e.g. coins/art. can diversify but reqs expert knowledge, may not be liquid

57
Q

Diversification within asset classes

A

FI - can hold different maturities, durations, issues. ALso sovereign, IG, HY, EM bonds. Different currencies and ratings

Equities: Can diversify by style (value/growth). Sector, listing geog and revenue exposure, size.

Reduce exposure to single sec shocks but also market/sector shocks or style being out of favour

58
Q

Risk premium

A

General notion - investors willing to tolerate higher levels of risk will need to be compensated with higher levels of return (a risk premium)

see in an asset class e.g. FI and credit spreads
or between asset classes e.g. bond vs equity returns

59
Q

Short term money market product nominal yield

Nominal yield for longer term products

A

NY ST = real yield + inflation rate

60
Q

Liquidity premium

A

LP = additional compensation used to encourage investments in assets that cannot be easily or quickly converted into cash at fair market value

Can be measured as difference in yields between sampled sec and its comparator with same qualities but exhibiting liquidity differences

61
Q

Yield curve shape explanations

A

PURE EXPECTATIONS THEOYR
- Slope reflects market expectations on future interest rates
LT yields to mat = geometric avg of future ST rates
- Upward = ST rates expected to rise, downward = ST rates expected to fall

LIQUIDITY PREM THEORY
– additional compensation used to encourage investments in assets that cannot be easily or quickly converted into cash at fair market value

ILLIQUIDITY PREM THEORY
- states upward bias to pure expectation model
- investors require high yield from LT bonds because of increased price vol
- assumes investors have shorter term time preferences than borrows

SEGMENTED MARKETS THEORY
- regards short, med and long parts of curve as separate markets dependent of diff forces of supplu/demand
- Instit requirement for long dated gilts depresses long end of market

62
Q

Equity premium puzzle

A

refers to the excessively high historical outperformance of stocks over Treasury bills, which is difficult to explain
Approx 5-8% in US - theoretically should be lower and implies abnormally large risk aversion

63
Q

Taylor rule

A

John Taylor - 1992 - provides recs on how US Fed should set ST interest rates
- 1% change in inflation would require change in rates of >1%

Three variables
- actual rate of inflation vs target
- how far economy is from full employment
-what rate of itnerest should be consistent with full employment

Rate = real rate + inflation rate + 0.5 x ( rate of inflation - target rate) + 0.5 x (log of real output - log of potential output)