But, to some extent or another, I finally figured it out. The article in my blog is <a href="http://shamayaasura.livejournal.com/7505.html" target="_blank">How to Maximize Sa/Ta Damage</a>. So for detailed reading, I'd go there instead. Posting it all here would be 'tldr', so here is an abridged version.
I've come up with the following ratios for the relative values of various stats that can affect Sa/Ta damage (/nin).
Sneak Attack
1Dbl.Atk = 1
1TripleAtk = 2.38 (d.a.)
1Dex = 2.58 (d.a.)
1Str = 1.20 (d.a.)
1Attack = 1.19 (d.a.)
1Slow(2xMarch,Haste) = -2.64 (d.a.)
1D.Wield(2xMarch,Haste) = 2.16 (d.a.)
1Haste(2xMarch,Haste) = 2.65 (d.a.)
1Haste(1xMarch,Haste) = 2.22 (d.a.)
1Haste(NoMarch,Haste) = 1.84 (d.a.)
Trick Attack
1Dbl.Atk = 1
1TripleAtk = 2.51
1Agi = 3.35
1Dex = 0.39
1Str = 1.29
1Attack = 1.26
1Slow(2xMarch,Haste) = -3.50
1D.Wield(2xMarch,Haste) = 2.59
1Haste(2xMarch,Haste) = 3.50
1Haste(1xMarch,Haste) = 2.89
1Haste(NoMarch,Haste) = 2.43
These values are all relative to how much a single point of double attack increases damage.
I've also used this to rank SA/TA gear accordingly,
Sneak Attack
(head) Maat's Cap (26.46) > Skadi's Visor (25.41) > Gnadbhod's Helm (13.84) > AF2 (12.9) = Turban (13.25) > Emp.Pin (7.74) > Heca+1 (0.84)
(neck) Love Torque (20.04) > Kubira Bead Necklace (15.08) > Spike Necklace (11.34)
(ears) Suppanomimi (10.8) > Pixie (7.74) => Merman's (7.14) > Hollow/Adroit (5.16) = Coral (5.95) = Brutal (5.0)
(body) Dragon Harness+1 (32.34) > Skadi (26.59) = DH nq (27.38) > Anatares Harness (20.64) > BlueCote+1 (16.32) > WarAketon +1 (12.9) > Rapp (10.6)
(hand) ANNM Dragon Mitts (20.44) > Skadi Bazubands (17.9) > Dusk+1(2xMarch) (17.74)* > Enkidu's (15.12) => Tarasque Mitts +1 (14.28) => Dusk(2xMarch) (13.9)* > Merman's (8.94) > AF (7.74) > Heca +1 (4.02)
(rings) Rajas Ring (18.9) > 5Dex Ring (12.9)
(back) Charger's (23.8) => Cerberus Mantle +1 (22.65) > Forager's (21.45) > Amemet +1 (20.25) > Cuchulain's (15.12) > Commander's (11.34) > AF2 (10.32)
(waist) Cuchulain's Belt (27.38) > Ninurta's (23.04) > Warwolf (18.9) > Speed Belt (15.9) > Swordbelt +1 (14.28)
(leg)Enkidu's (18.9) > Dusk (16.66)* > Hecatomb Subligar +1 (12.44) = Heca nq (12.76) > Dragon+1 (12.9) = Barbarossa's (12.75) > Dragon nq (10.32)
(feet) Enkidu's (17.8) > Dragon +1(13.89) > Dragon (10.12) => Dusk (10.06)* > Leapers (7.74)
Trick Attack
(head) Maat's Cap (35.21) > Skadi's Visor (33.02) > Denali Bonnet (31.18) > Dragon+1 (16.75) > Turban (17.5) > Dragon (13.4) > Emp.Pin (11.22)
(neck) Hope Torque (16.75) > Crocodile Collar (13.4) > Love Torque (9.51) > Agile Gorget (6.7) => Justice Torque (6.45) => Tiger Stole (6.3) > Spike Necklace (5.04)
(ears) Suppanomimi (19.65) > Genin (13.4) > Drone (10.05) > Merman's (7.56) > Coral (6.3) => Brutal (5.0)
(body) Denali Jacket (44.84) > Dragon Harness +1 (41.3) > Skadi (36.22) > DH nq (35.04) > Antares Harness (26.8) > BlueCote+1(24.76) > Rapp (14.0)
(hand) AF+1 (?, ~54.77) > Skadi (35.8) > Dusk+1(2xMarch) (21.56)* = Dragon+1 (20.53) > Dusk(2xMarch) (16.8)* = Dragon (15.92) => Tarasque Mitts +1 (15.12)
(rings) 5Agi Ring (16.75) > Rajas (8.4)
(back) Charger's (25.2) => Cerberus Mantle +1 (24.06) > Forager's (22.77) > Amemet +1 (21.48) > Commander's (15.09) = AF2 (14.96)
(waist) Ninurta Sash (28.56) > Speed Belt (21.0) > Grenadier Belt (18.87) > Swordbelt +1 (15.12) => Scouter's (13.4) > Ryl. Knight's Belt (10.06) > Vanguard Belt (10.17) > Warwolf Belt (8.4) => Swift Belt (7.7)
(leg) Dusk+1 (18.9)* > Dusk (17.64)* > War Brais +1 (16.75) > Barbarossa's (15.66) > WarBrais/AF (13.4) > Heca nq (-13.68) > Hecatomb Subligar +1 (-17.77)
(feet) Enkidu's (23.26) > Dragon +1 (18.74) > Dragon (13.74) > Dusk (13.3)* > Leapers (11.22)
For the mathematically inclined, I used the following formula to measure the marginal increase of damage from an SA/TA "act":
<div align='center'><!--c1--><div class='codetop'>CODE</div><div class='codemain'><!--ec1-->(SA/TA round Dmg) - (TP round opportunity cost)
=
(Initial Critical Hit)+(Extra Swings) - (dDelay Function)*(TP round Dmg)
=
{(Main. +fStr'a +Dex/Agi)*(pDif'a+1) + [(Main. +fStr'a)*Dbl./Trip.Atks + (Off. + fStr'a)*(1 + Dbl./Trip.Atks)]*(CritRate'a*(pDif'a+1) + NonCritRate'a*pDif'a)}
- ((delayTP - delaySA)/delayTP)*[(Main. + Off. +2fStr'
These stat ratios are by all means not going to hold for every single situation in the game, simply due to the wide range of enemies, equip sets, and other conditions. The gear rankings should generally hold pretty well for most situations though, I think.
So yeahhhh...
(edited 9-25-09, to fix critical error with haste calc, as well as many other smaller updates)
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