Demystify systematic macro?

Would anyone care to explain simply:

1) Why do people say that global macro is moving away from broad-based discretionary macro, of the likes of Soros and Druckenmiller, into increasingly systematic and quant macro

2) How does it actually work, from a bird's-eye view? Because the way I envision it, macro problems are very broad, general and assumptive. Reducing these problems into quant problem sets would be a bit challenging? And even after solving some quant problems, it would still need to go thru more chains of assumptions before it manifests in a solution at the portfolio level

3) What sort of work is done at the junior level. What are they solving and modelling?

4) Any good resources on systematic macro?

 
Most Helpful

I studied quite a few papers during my masters. 2 that seem relevant to this question are:

  • Time Series Momentum (TSMOM) – Moskowitz, Ooi, Pedersen (MOP)
  • Demystifying Managed Futures – Hurst, Ooi, Pedersen (HOP)

The HOP paper is an extension of MOP – it's key finding is that TSMOM (time series momentum) is the main driver of managed futures returns (systematic macro, or CTAs)

Here are my summary notes for those two papers:

MOP

  • A diversified portfolio of time series momentum strategies across all asset classes

    delivers substantial abnormal returns

  • Little exposure to standard asset pricing factors and performs best during extreme

    markets

  • speculators profit from time series momentum at the expense of hedgers: speculators

    trade in the same direction as a return shock and reduce their positions as the shock

    dissipates, whereas hedgers take the opposite side of these trades

  • paper includes country equity indexes, currencies, commodities, and sovereign bonds over more than

    25 years of data

  • past 12-month excess return of each instrument is a positive predictor of its future

    return

  • time series momentum or ‘‘trend’’ effect persists for about a year and then partially

    reverses over longer horizons – too far past fundamental = end of trend

  • findings are robust across a number of subsamples, look-back periods, and holding

    periods

  • Rather than focus on the relative returns of securities in the cross-section, time series

    momentum focuses purely on a security’s own past return

  • correlations of time series momentum strategies across asset classes are larger than the

    correlations of the asset classes themselves: stronger common component to time

    series momentum across different assets than is present among the assets themselves

  • driving force: significant positive auto-covariance between a security’s excess return

    next month and it’s lagged 1-year return. (covar between itself at different times)

  • TSMOM challenges the random walk hypothesis. Not a compensation for risk. Performs

    best in extreme market moves

  • Size each position (long or short) so that it has an ex ante annualized volatility of 40%

  • the markets we study vary widely in terms of the type of investors, yet the pattern of

    returns remains remarkably consistent across these markets and is highly correlated across very different asset classes

HOP

Extension of MOP – TSMOM is the main driver of managed futures returns

  • potential sources of profit due to initial under-reaction and delayed over-reaction to

    news

  • time series momentum strategies produce large correlations and high Rsquares with

    Managed Futures indices and individual manager returns, including the largest and most

    successful managers.

  • While the largest Managed Futures managers have realized significant alphas to

    traditional long-only benchmarks, controlling for time series momentum strategies

    drives their alphas to zero

  • Fung and Hsieh (2001) find that portfolios of look-back straddles have explanatory

    power for Managed Futures returns, but these look-back straddles are not

    implementable as they use data from future time periods

  • Finds strong evidence of trends across different look-back horizons and asset classes.

  • A time series momentum strategy diversified across all assets and trend horizons

    realizes a gross Sharpe ratio of 1.8 with little correlation to traditional asset classes.

  • in prolonged bear markets, time series momentum takes short positions as markets

    begin to decline and thus profits as markets continue to fall

  • Regress Managed Futures indices and manager returns on time series momentum

    returns, we find large R-squares and very significant loadings on time series momentum

    at each trend horizon and in each asset class.

  • In addition to explaining the time-variation of Managed Futures returns, time series

    momentum also explains the average excess return.

  • Controlling for time series momentum drives the alphas of most managers and indices

    below zero. The negative alphas relative to the hypothetical time series momentum

    strategies show the importance of fees and transaction costs.

  • strategy goes long if the preceding 1-month excess return was positive, and short if it

    was negative. The 3-month and 12-month strategies are constructed analogously. Each

    strategy always holds a long or a short position in each of 58 markets.

  • Constant volatility position sizing (MOP):

    1. Diversified portfolio not overly dependent on the riskier assets (important given large dispersion in vol for different assets: nat gas vs bonds)

    2. Risk of each asset stable over time

    3. Minimises risk of data mining

They scale positions so that each asset has the same ex ante volatility at each time

  • means that, the higher the volatility of an asset, the smaller a position it has in the portfolio, creating a stable and risk-balanced portfolio

I can dig out some more later if this is useful!

 

Nothing really to de-mystify... It's mostly CTAs using trend following algos to trade listed futures... FWIW people aren't 'moving away' from discretionary macro, it's just streaky (and always has been).

Relative value is probably what you're thinking of, but that's completely different from "systematic and quant macro" and is still almost entirely discretionary. 

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