Solvetheriddle
Added 3 months ago

this thread prompted me to look at my portfolio from a risk perspective. ill explain what i did and why i am happy with the results. I bleat on about how I think my portfolio is not that risky, but my aim is to produce returns above a benchmark in a consistent manner. ie, it returns above index with less risk. i say that a lot, but is it correct? certainly, the returns are very good, but how much of that return is risk and luck? difficult to tease out. But I had a go. albeit it is just one year FY25

The two charts below show the data. the first one is a simple performance chart of my benchmark (blue) and portfolio (orange) for FY25. It's not quite an apples-to-apples comparison, but close enough for this exercise.

as I've explained before (why and how), i use an equally weighted customised benchmark with circa 400 quality growth companies from MSFT to Life 360 (for example), and everything in between. the relative performance over the year was very good. I'm very happy with that. the big question in my mind is how it was delivered?

the second chart below shows a weekly plot of the portfolio performance versus the b/m. if the portfolio is completely in line with the benchmark, it would return a ratio of 1. Every move up or down in the b/m would be replicated by the portfolio. what do we see here? for the most part, the portfolio mirrors the b/m. The median is a ratio of 0.94, indicating that when the b/m goes up 100bp in the week, the portfolio goes up 94bp. That is important, shows a defensiveness that I want and an indication of lower risk, exactly what I bleat on about the attributes of my portfolio.

there are a handful of outliers. only a handful. what happens then? This is where the portfolio deviates from b/m performance. the negatives are where (usually) the b/m has gone down and the portfolio has been positive. the points well above one are when the portfolio delivers a return a multiple of the b/m. the underfrequency is usually the points near zero. i suspect that the o/p is when a series of my holdings (usually the portfolio is around 40 holdings) deliver good returns and drive the difference. Importantly, what should be added to this and is implied in the data is that positive attribution comes from several holdings; it is not the case where one holding did extraordinarily well and the rest were average. To me, that's a clear sign of risk and luck playing a large part. Maybe I should generate an attribution (which is a lot of work without the software). So this is a poor man's version. lol. however, I can see the returns coming from several holdings in other data, even though i don't do proper attribution work. so that's good.(Details are in my blog for FY25 performance--so I do an analysis).

to summarise, I see a portfolio that delivers consistent returns with flashes of outperformance driven by multiple holdings. That's exactly what I'm after. remembering that this is a massive part of my net wealth, it is not a "specie" or satellite portfolio, it is it! this is of course, my IRL portfolio, not my SM portfolio, which has done about the same returns over the years although i spend like 1% of my time on it. Why the hell does that happen? something else for me to ponder lol.....i think in know why.

ok onward and hopefully upward


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SayWhatAgain
Added 3 months ago

Hi Strawpeeps,

Thought to share this video where Howard Marks explains that risk is more than volatility, emphasising the probability and impact of permanent loss.

Risk != Volatility

Risk = Probability of Event × Impact of Event

Volatility = Price Variability

Our job as investor is to assess whether the potential reward justifies the risk, using qualitative judgment alongside quantitative measures.

https://youtu.be/WXQBUSryfdM

15

Chagsy
Added 3 months ago

it’s a good point @SayWhatAgain

a recently published article in the Economist debated this issue on the background of new research. Please note Economics research seems to be as reproducible as psychology, however, it’s not the risk of volatility but the risk of loss that matters: fear

insert buffet quote etc about capital loss


An investor will take on more risk only if they expect higher returns in compensation. The idea is a cornerstone of financial theory. Yet look around today and you have to wonder. Risks to growth—whether from fraught geopolitics or vast government borrowing—are becoming ever-more fearsome. Meanwhile, stockmarkets across much of the world are at or within touching distance of record highs. In America and Europe, the extra yield from buying high-risk corporate bonds instead of government debt is close to its narrowest in over a decade. Speculative manias rage around everything from cryptocurrencies and meme stocks to Pokémon cards.

A common explanation for effervescent markets is that investors have become reckless or outright irrational. Or perhaps the relationship between risk and return simply is not there, posits a working paper by Rob Arnott of Research Affiliates, an investment firm, and Edward McQuarrie of Santa Clara University. They argue that over the past two-and-a-bit centuries, risk (as conventionally defined) has done a lousy job of explaining the relative returns of stocks and bonds. In its place, they propose fear—a more complex thing—as the real driving force of marketsStandard portfolio theory says a stock’s uncertain future returns are distributed along a bell curve. The expected return lies under the peak, and risk is equivalent to the curve’s variance, or spread. These assumptions make the maths elegant and, more important, tractable. But they are also flawed. Stock returns do not in fact follow a bell curve: they take extreme values too often and are asymmetric. Investors, meanwhile, do not regard the curve’s full spread as risky, but just the side of it corresponding to losses. Who, however risk-averse, would be upset by an outsize return?

What is more, risk theory gives an inadequate account of historical returns. A core prediction is the “equity risk premium”, meaning the tendency of stocks, being riskier, to deliver better long-term returns than government bonds. To test this, Mr McQuarrie compiled American stock and bond prices going back to 1793, using data from newspaper archives. Previous studies had seemed to establish the equity risk premium as a persistent, relatively stable property of markets; his new database calls that into question.

An investor who bought American stocks in 1804 would have had to wait 97 years before their return beat that of bonds. By 1933 they would have fallen behind again. A statistical test of the relationship between variance and return, over the database’s full timespan, failed even to find a “modest or inconstant” risk premium. The cumulative equity risk premium (up to 2023) has nevertheless been large. But 70% of it came from an exceptional period between 1950 and 1999; the rest of the time, stocks’ relative performance was middling or poor. And these, after all, were results for one of the world’s best-performing stockmarkets. Other researchers have shown that, since 1900, those of other countries have on average returned far less.Realised variance and returns contain both expected and unexpected elements, so no theory is likely to match the data perfectly. Even so, the scale of these departures from what risk theory would predict, over such a long timespan, warrants a search for a new framework. Messrs Arnott and McQuarrie propose that instead of pricing assets by their variance, investors price them according to two fears: fear of loss (FOL) and fear of missing out (FOMO). Whereas risk is measured by variance, FOL refers only to its downside (or “semivariance”). An asset inspires FOMO if it has the chance of wild, unexpected gains that those shunning it might miss. This is measured by the “skewness”, or asymmetry, of its return distribution.

Rather than working through fear theory’s maths, which they admit is formidable, the authors hope to tempt others to investigate it with them. They might just succeed. As well as being a widespread, often rational impulse, FOMO helps explain why people would buy overpriced stocks, or even speculative assets with no fundamental source of returns. Its absence from conventional theory seems like an error. And FOL describes how people actually think of risk far better than variance does. Just like investors’ mood and market dynamics, the balance between the two can vary dramatically with time and circumstance. The historical record suggests that portfolio theory needs some new ideas. Fear might be just the thing

23

Tom73
Added 3 months ago

@SayWhatAgain can you check that link, I end up in an ad some overseas phone plan... no Howard in the ad either :)

8

SayWhatAgain
Added 3 months ago

ha! They got me! Here the link https://youtu.be/WXQBUSryfdM


ps I updated the one on the post too. Hope it works :)

10

Solvetheriddle
Added 3 months ago


@SayWhatAgain, ok know I've shovelled up this one (many times) before, but i think it is the best chart HM has done. it shows the well-known risk/return trade-off, but adds the variability of returns as you go up the risk spectrum. IMO, each punter gets to decide where his portfolio sits on that spectrum, and can view each investment through this spectrum. I like to think Im around the middle, where I think many SM portfolios i see are to the right. That's my opinion and assessment of risk. one of the amazing things about investing is that our view of risk and quality of return differs, sometimes markedly, which makes a market, but it does, to me, make comparisons between investors not meaningful unless you know the risk they are taking. big subject worth a book, and there have been many lol

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17

SayWhatAgain
Added 3 months ago

Hey @Chagsy thanks you for the discussion. The FOL and FOMO framework offers a way to rethink risk beyond volatility, and aligns closely with Howard Marks’ emphasis on permanent loss. 

Was it BenGraham who said, “the investor’s main problem, and even his worst enemy, is likely to be himself”, highlighting how fear-driven behaviours shape market outcomes. Embracing this fear-driven lens in our investment strategy should sharpen our ability to navigate the asymmetry of risk and reward.

10

SayWhatAgain
Added 3 months ago

Hey @Solvetheriddle, thanks for sharing Marks’ chart, a nice way to visualise the risk/return trade-off with variability!

Our personal stance on that spectrum, as you noted, shapes market dynamics by driving diverse investor choices. As Marks notes, risk isn’t just variability but the probability and impact of permanent loss.

Was it N Taleb who said, “It’s not how often you’re right, but how much you lose when you’re wrong.” ? Cheers!

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