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One for the experts( you know who you are!)
Comments
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jamesd said:Amateurretiree said:...
We are quite risk averse, currently in Defensive funds( but pretty much back where we were pre COVID.
DH retired last year at 60, gets SP at 66, I’m 58, SP at 57.
My DB pretty much covers essentials but we like long haul holidays normally a couple of times a year which can eat up a fair bit, but we want to do it while we can.0 -
Thrugelmir said:BritishInvestor said:kinger101 said:AnotherJoe said:kinger101 said:HarryGray said:Well, technically the most optimal asset allocation at a 4% withdrawal rate is 100% equity. That has the highest success rate out of any asset allocation throughout retirement. Obviously sequencing risk is a big risk, so long as take no large withdrawals you would be pretty much set.
You do NOT want to be in a cautious asset allocation throughout retirement.
The are different ways of using historic data, and many of these show increased SOR risk with 100% equities
I'm also not sure how you could use historical data in a superior way (given the limitation of MC as previously discussed).
Agreed on future events being outside historical ranges, and that must be taken into account along with the impact of fees and investor behaviour.0 -
MarkCarnage said:BritishInvestor said:MarkCarnage said:COVID is perhaps a black swan event, of as yet unknown impact. If you went back far enough, the Black Death would be one too.....there are times when you have to take a view as to what you could do in very extreme circumstances anyway. Two long haul holidays a year would be rather far down any priority list I suspect.
I think that there will be an inflationary impact arising from this, or the subsequent consequences of it. After all, there is a lot of debt needing to be devalued....hence my reservations about high exposures to cash and nominal bonds.
https://www.cdc.gov/flu/pandemic-resources/2009-h1n1-pandemic.html
"Additionally, CDC estimated that 151,700-575,400 people worldwide died from (H1N1)pdm09 virus infection during the first year the virus circulated."
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BritishInvestor said:MarkCarnage said:COVID is perhaps a black swan event, of as yet unknown impact. If you went back far enough, the Black Death would be one too.....there are times when you have to take a view as to what you could do in very extreme circumstances anyway. Two long haul holidays a year would be rather far down any priority list I suspect.
I think that there will be an inflationary impact arising from this, or the subsequent consequences of it. After all, there is a lot of debt needing to be devalued....hence my reservations about high exposures to cash and nominal bonds.1 -
kinger101 said:BritishInvestor said:kinger101 said:AnotherJoe said:kinger101 said:HarryGray said:Well, technically the most optimal asset allocation at a 4% withdrawal rate is 100% equity. That has the highest success rate out of any asset allocation throughout retirement. Obviously sequencing risk is a big risk, so long as take no large withdrawals you would be pretty much set.
You do NOT want to be in a cautious asset allocation throughout retirement.
The are different ways of using historic data, and many of these show increased SOR risk with 100% equities
I'm also not sure how you could use historical data in a superior way (given the limitation of MC as previously discussed).
Agreed on future events being outside historical ranges, and that must be taken into account along with the impact of fees and investor behaviour.
I don't understand what you think is so difficult about MC. It's as hard as you want to make it. On one level, we can just take pull random data based on monthly mean and standard deviation. On another, you can randomly sample with replacement from old data.
In addition to looking at the % success rate, you can also look at the worst-case outcome (the earliest age at which the money ran out) - I use both and the latter obviously isn't impacted by the moving window.
My reservations around MC are as follows (and as I've previously mentioned, I've written them to price options and CDOs and it's something I used to enjoy!) :
1. You need to be very careful around assumptions and sensitivity of outputs to changes in inputs, and I've seen what happens when people place too much faith in models.
https://thewest.com.au/business/economy/gfc-10-years-on-a-wonky-finance-edifice-ng-b88942586z
2. If we are saying the underlying historical data is of limited value, I'm not sure what slicing and dicing/using the data in a different way would add to that.
3. Allowing human subjectivity in the decision making process around inputs has the potential for suboptimal outcomes, IMO
4. How do you model mean reversion in MC, which (global) markets have demonstrated up to now?
5. What faith would you have in the output over what historical data has shown us?
Irrespective of which approach you use, it's obviously worth emphasising that we are dealing with uncertainty, so even though a plan shows 100% historical success rate, that's not to say we won't have to make adjustments along the way. Most people are comfortable with that.0 -
BritishInvestor said:kinger101 said:BritishInvestor said:kinger101 said:AnotherJoe said:kinger101 said:HarryGray said:Well, technically the most optimal asset allocation at a 4% withdrawal rate is 100% equity. That has the highest success rate out of any asset allocation throughout retirement. Obviously sequencing risk is a big risk, so long as take no large withdrawals you would be pretty much set.
You do NOT want to be in a cautious asset allocation throughout retirement.
The are different ways of using historic data, and many of these show increased SOR risk with 100% equities
I'm also not sure how you could use historical data in a superior way (given the limitation of MC as previously discussed).
Agreed on future events being outside historical ranges, and that must be taken into account along with the impact of fees and investor behaviour.
I don't understand what you think is so difficult about MC. It's as hard as you want to make it. On one level, we can just take pull random data based on monthly mean and standard deviation. On another, you can randomly sample with replacement from old data.
In addition to looking at the % success rate, you can also look at the worst-case outcome (the earliest age at which the money ran out) - I use both and the latter obviously isn't impacted by the moving window.
While SOR is indeed most likely to cause failure early in retirement, it is also possible for it to fail later on.
My reservations around MC are as follows (and as I've previously mentioned, I've written them to price options and CDOs and it's something I used to enjoy!) :
1. You need to be very careful around assumptions and sensitivity of outputs to changes in inputs, and I've seen what happens when people place too much faith in models.
https://thewest.com.au/business/economy/gfc-10-years-on-a-wonky-finance-edifice-ng-b88942586z
The two methods I suggested for MC are only using unadulterated historic data. The first was drawing at random based on a normal distribution using the mean and SD. The second was drawing at random with replacement from historic data. If you think these are incorrect assumptions, then historic window has already failed. Once can always add their own assumptions to add an element of conservatism. The article you're posted is a straw man.
2. If we are saying the underlying historical data is of limited value, I'm not sure what slicing and dicing/using the data in a different way would add to that.
We both accept it has limitations. But why wouldn't you want to use it all equally weighted if you think it has any merit?
3. Allowing human subjectivity in the decision making process around inputs has the potential for suboptimal outcomes, IMO
Like I said, at the very basic level, one can use actual data.
4. How do you model mean reversion in MC, which (global) markets have demonstrated up to now?
A fundamental misunderstanding of reversion to the mean. RTM doesn't mean if I shake hand's with a man who is 6' 5", the next man I shake hands with will be 5' 1" to even things out. It just means there's a greater probability that his height will be closer to the national average of 5' 9".
MC models RTM perfectly well as data is drawn based on the actual distribution. The further a draw deviates the the mean, the higher probability the next one will have a lower deviation.
5. What faith would you have in the output over what historical data has shown us?
I'd have more faith that the moving window model as the data would tend toward suggesting a more conservative withdrawal rate. And could also pull more dire SORs.
Irrespective of which approach you use, it's obviously worth emphasising that we are dealing with uncertainty, so even though a plan shows 100% historical success rate, that's not to say we won't have to make adjustments along the way. Most people are comfortable with that.
It's difficult to see why you are so dismissive of a more conservative model making better use of data.
"Real knowledge is to know the extent of one's ignorance" - Confucius0 -
BritishInvestor said:MarkCarnage said:BritishInvestor said:MarkCarnage said:COVID is perhaps a black swan event, of as yet unknown impact. If you went back far enough, the Black Death would be one too.....there are times when you have to take a view as to what you could do in very extreme circumstances anyway. Two long haul holidays a year would be rather far down any priority list I suspect.
I think that there will be an inflationary impact arising from this, or the subsequent consequences of it. After all, there is a lot of debt needing to be devalued....hence my reservations about high exposures to cash and nominal bonds.
https://www.cdc.gov/flu/pandemic-resources/2009-h1n1-pandemic.html
"Additionally, CDC estimated that 151,700-575,400 people worldwide died from (H1N1)pdm09 virus infection during the first year the virus circulated."
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BritishInvestor said:Mistermeaner said:Audaxer said:HarryGray said:BritishInvestor said:HarryGray said:Well, technically the most optimal asset allocation at a 4% withdrawal rate is 100% equity.
The somewhat surprising conclusion was that you are generally better off 100% in equities - or at least no worse off
There has only been something like 2 or 3 starting years of retirement in the last 100+ years when this would have depleted your pot in 30years
It's also worth bearing in mind that these studies might not have included real-world issues such as various fees and investor (mis)behaviour.
Left is never right but I always am.0 -
Audaxer said:As deferring the State Pension for 10 years would make him 76 years old before claiming it, I'm just wondering how many years it would take the increased SP to recover the 10 years of missed initial pension payments?2
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kinger101 said:BritishInvestor said:kinger101 said:BritishInvestor said:kinger101 said:AnotherJoe said:kinger101 said:HarryGray said:Well, technically the most optimal asset allocation at a 4% withdrawal rate is 100% equity. That has the highest success rate out of any asset allocation throughout retirement. Obviously sequencing risk is a big risk, so long as take no large withdrawals you would be pretty much set.
You do NOT want to be in a cautious asset allocation throughout retirement.
The are different ways of using historic data, and many of these show increased SOR risk with 100% equities
I'm also not sure how you could use historical data in a superior way (given the limitation of MC as previously discussed).
Agreed on future events being outside historical ranges, and that must be taken into account along with the impact of fees and investor behaviour.
I don't understand what you think is so difficult about MC. It's as hard as you want to make it. On one level, we can just take pull random data based on monthly mean and standard deviation. On another, you can randomly sample with replacement from old data.
In addition to looking at the % success rate, you can also look at the worst-case outcome (the earliest age at which the money ran out) - I use both and the latter obviously isn't impacted by the moving window.
While SOR is indeed most likely to cause failure early in retirement, it is also possible for it to fail later on.
My reservations around MC are as follows (and as I've previously mentioned, I've written them to price options and CDOs and it's something I used to enjoy!) :
1. You need to be very careful around assumptions and sensitivity of outputs to changes in inputs, and I've seen what happens when people place too much faith in models.
https://thewest.com.au/business/economy/gfc-10-years-on-a-wonky-finance-edifice-ng-b88942586z
The two methods I suggested for MC are only using unadulterated historic data. The first was drawing at random based on a normal distribution using the mean and SD. The second was drawing at random with replacement from historic data. If you think these are incorrect assumptions, then historic window has already failed. Once can always add their own assumptions to add an element of conservatism. The article you're posted is a straw man.
2. If we are saying the underlying historical data is of limited value, I'm not sure what slicing and dicing/using the data in a different way would add to that.
We both accept it has limitations. But why wouldn't you want to use it all equally weighted if you think it has any merit?
3. Allowing human subjectivity in the decision making process around inputs has the potential for suboptimal outcomes, IMO
Like I said, at the very basic level, one can use actual data.
4. How do you model mean reversion in MC, which (global) markets have demonstrated up to now?
A fundamental misunderstanding of reversion to the mean. RTM doesn't mean if I shake hand's with a man who is 6' 5", the next man I shake hands with will be 5' 1" to even things out. It just means there's a greater probability that his height will be closer to the national average of 5' 9".
MC models RTM perfectly well as data is drawn based on the actual distribution. The further a draw deviates the the mean, the higher probability the next one will have a lower deviation.
5. What faith would you have in the output over what historical data has shown us?
I'd have more faith that the moving window model as the data would tend toward suggesting a more conservative withdrawal rate. And could also pull more dire SORs.
Irrespective of which approach you use, it's obviously worth emphasising that we are dealing with uncertainty, so even though a plan shows 100% historical success rate, that's not to say we won't have to make adjustments along the way. Most people are comfortable with that.
It's difficult to see why you are so dismissive of a more conservative model making better use of data.
"The two methods I suggested for MC are only using unadulterated historic data. The first was drawing at random based on a normal distribution using the mean and SD."
"A fundamental misunderstanding of reversion to the mean. RTM doesn't mean if I shake hand's with a man who is 6' 5", the next man I shake hands with will be 5' 1" to even things out. It just means there's a greater probability that his height will be closer to the national average of 5' 9"."MC models RTM perfectly well as data is drawn based on the actual distribution. The further a draw deviates the the mean, the higher probability the next one will have a lower deviation."
By reversion to the mean, I am referring to the market returning to its long term upward average. In order to return to its long term average, it must grow by more than the long term average after periods of underperformance which is how global markets have historically behaved.
By drawing at random, and given enough simulations, you are going to get a outputs(s) where the result does not reflect historical market behaviour (for the data we have).
To take your, example, if we have a series of 5' 1" people, we really need to get some 6' 5" samples to pull us back to the long term 5' 9" mean - a greater probability of getting someone close to 5' 9" isn't sufficient.
"My original reply related to someone saying 100% equities was the safest approach because history says so. "
It's not as clear cut as that in the data that I have, and even if it were, I don't think many people would be happy living with the potential volatility.
"It would therefore seem most people have made their own decision of what they think of the moving window model, and decided it's foolhardy."
I'm not entirely clear of the link you are making between asset allocation and the moving window model, but "foolhardy" is not a view I see expressed very often, and tools such as Timeline (which to be fair also offer MC simulations) has seen a good uptake.
"It's difficult to see why you are so dismissive of a more conservative model making better use of data."
Two reasons:
1. Either the moving window approach is too risky, and an MC approach you describe is superior. Given the real-world SWR of the moving window approach, and the reduction in SWR with the MC approach, the safety-first approach (securing more of your income) rather than probability-based might make more sense.
If you have some example of the difference in SWR/success rate between MC and sliding window it would be useful to see them to compare with what I'm seeing in Timeline.
2. Or, the MC approach is too cautious which could mean people delaying their retirement, starting off with a lower withdrawal rate at retirement and/or dying with far too much.0
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