RESEARCH.md: placement premise (IRA distributions taxed ordinary at withdrawal, UBTI excepted) + constrained-taxable volatility rule

This commit is contained in:
Greg Pomerantz 2026-08-27 20:32:26 -04:00
parent 499ae5813d
commit f8409fff7a

View File

@ -682,3 +682,53 @@ when relevant. All of 3-4 above are taxable-only by nature.
Post-OBBBA (Pub. L. 119-21) items I could not re-verify live (SearXNG Post-OBBBA (Pub. L. 119-21) items I could not re-verify live (SearXNG
index down): 199A specified-investment-asset scope/sunset, SALT cap, index down): 199A specified-investment-asset scope/sunset, SALT cap,
QCD dollar limit. Verify with tax pro before relying. QCD dollar limit. Verify with tax pro before relying.
### Placement premise + constrained-taxable rule (2026-08-27)
Premise (user-stated, verified): distributions on assets held in a
TRADITIONAL IRA are also taxed - deferred, but at the ORDINARY rate
at withdrawal. Price appreciation and every distribution (div,
interest, cap-gain dist) come out as ordinary income; the character
is destroyed. Exception: K-1 UBTI is taxed CURRENTLY, not deferred.
So the IRA is an ordinary-rate bucket: tax-favorable character
(LTCG / QD / tax-exempt / ROC-deferral) is worthless inside it;
ordinary character only gets deferral there.
Constrained-taxable rule (user's proposal, agreed with refinements):
the tax-exempt accounts are larger in aggregate, so some funds that
prefer the taxable account will end up in the IRA. User's rule: for
the scarce taxable space, select for VOLATILITY (big potential
returns AND losses): in down years harvest and swap into a similar
non-substantially-identical fund (no wash sale), in up years hold
and register the LTCG at the LTCG rate that the IRA would tax as
ordinary.
Agreed. The counterfactual makes it exact: the same swing inside
the IRA generates ZERO tax events; inside the taxable account, up ->
(15-20%) LTCG, down -> a CURRENT deduction (offsets gains 1:1 +
$3k ordinary + carryforward). Both terms scale with the size of the
swing, so volatility is the right selection variable. Refinements:
- The exact objective is tax-arb per dollar = (future tau_ord -
tau_char) x expected favorable return + harvest value. Volatility
proxies both terms, but it must be volatility in POSITIVE
expected-return strategies (risk premium), not variance for its
own sake.
- Ordering for scarce space: (1) MUNIS first - the IRA destroys
100% of the exemption, the saving is certain and immediate, and
munis are wash-sale EXEMPT (1091(c)(3)(B)): harvest and rebuy the
SAME fund next day. (2) high-return/high-vol accumulators - the
deferral term is largest, and the user's premise (future ordinary
rate rises) widens the gap every year. (3) steady low-yield
favorable-character funds last - they lose the least in the IRA.
- The harvest term is a BONUS, the deferral term the MAIN EVENT: a
loss in a no-gain year is worth only $3k x tau_ord (~$1k) unless
there are concurrent gains to offset. The deferral term is
(tau_ord - 15%) on every dollar of appreciation - uncapped.
- Basis management: harvest size = NAV vs basis. Buying in up years
builds high-basis lots = fatter future harvests.
- Use the rule to PRIORITIZE among funds you would own anyway; the
tax benefit (~1.5-2.5%/yr on balance) does not justify ADDING
risk by itself.
- Swap mechanics: different mutual funds are not substantially
identical (different holdings/NAV) - the standard harvest-and-swap
is safe; the 250-candidate universe makes a like-for-like
substitute usually available.