thanks for the work

Thank you

EnOeZ wrote: »

Let's say I pop DK corrosive armor (100% armor pen) and then I use a major fracture ability while hitting with a sword having the legendary 15% penetration and the armor pen enchant...

_ Will I hit for more than the tooltip then with "bonus" damage ? (in your example more than 2336)
_ Is my target getting "vulnerable" or something ?

Someone knows ?
Can you tell me @evedgebah

If "armor" can drop below zero, I assume that yes according to your formula getting -15.56% mitigation with -10000 armor.
Does someone knows if it translates in +15.56% damage ?

First: Reading this i could not stand to do some further math stuff...so without the possibility to test things on pts right now (im at uni.) here we go with some pure theorycrafting things on weapons
Also no TL/DR because of cool math stuff

My interest was the difference of using swords vs maces because swords enhance dmg done while maces reduce armor.
so lets introduce some variables: Let
-D be the damage we do,
-A be the armor value of the opponent,
-M(A) the mitigation as a function of armor and
-H(D,A) the hit the opponent actual receives.

Then using (and simplifying) ur mitigation formula above we get
M(A)=0.98A/630 and H(D,A)=D(1-H(A)/100).

Now we assume using a 2H Sword vs a 2H Mace. Passive bonuses are 5% more dmg (1.05S) vs 20% less armor (0.8A). Question is when to use Mace over Sword, in math
H(1.05S,A)<H(S,0.8A).
Solving leads to A>12857, which means that we are hitting harder with a mace if the enemy has more then 12857 armor. If I remember things correctly this is about a full set (7/7) of medium armor.

But what happens when we are using sharpened weapons? ...Easy
Again, if I remember things correctly, Sharpened reduces armor by 16%. Assuming that Sharpened 16% and Mace 20% Passive are additive this leads to the following inequality:
H(1.05S,0.84A)<H(S,0.64A).
Solving this leads then to A>13282>12857 which means that the opponent has to wear even more armor to make mace usefull (although not that much more).

As Major Fracture and Major Ward are additive Mali or Boni to ur base armor value A, considering these is easy. Just add the amount of Major Fracture debuff to above values or reduce it for the value of Major Ward buff. Furthermore they should cancel each other out, if both are active.

So here u have some math stuff to think about. We math guys are not the ones to give suggestions though. To make ur mind if u want to use Mace or Sword is now up to u

If u have further suggestions or a more detailed formula, pls always share and feel free to comment. I would also like to know, if someone, with more time for testing then myself, can verify these results.

There is no hardcap on the amount of spell resist you can get, just the amount of mitigation you can get out of it (50%).

I don't think I've seen anyone test whether going over 32,500 gives you a buffer against spell/armor penetration. Ditto on whether it works against armor/sp reducing effects, although for the latter I imagine it would

The mitigation is capped. That's what I meant by hardcap. I believe the value is 32,500 resist for 50% mitigation.

I am lately considering that you can go into NEGATIVE value of armor of PvE Bosses for example, any thoughts?

Sorry for the necromancy, kinda

cschwingeb14_ESO wrote: »

There is no hardcap on the amount of spell resist you can get, just the amount of mitigation you can get out of it (50%).

I don't think I've seen anyone test whether going over 32,500 gives you a buffer against spell/armor penetration. Ditto on whether it works against armor/sp reducing effects, although for the latter I imagine it would

Yes it has been tested and is true for both. I have posted mentioning that before a number of times in threads about nirn honed and other mitigation discussions .

Ah well there we have it then.