Vomma is one of the more important higher order greekz
I also look at zomma, and a few others. But mostly vomma and zomma.
Never in my life would I think I'd write a sentence like the one above ^^ lol
Anyway, vega convexity gives one a better idea of the stochastic process in general.
Its intuitive, not only to measure risk but to view how BSM or other models calculate these higher order greekz in relation to spot.
I'm wondering, these greekz are "exotic" in a sense. zeta, charm, omega, alpha, saddlegammap, etc etc.. and these are on VANILLAS.
So I'm wondering if exotic options like barrier's and such have these same greeks, OR do they have even more "exotic" greeks.. even higher moments than "elasticity/lambda" and such. Optionality is fractal.
I also look at zomma, and a few others. But mostly vomma and zomma.
Never in my life would I think I'd write a sentence like the one above ^^ lol
Anyway, vega convexity gives one a better idea of the stochastic process in general.
Its intuitive, not only to measure risk but to view how BSM or other models calculate these higher order greekz in relation to spot.
I'm wondering, these greekz are "exotic" in a sense. zeta, charm, omega, alpha, saddlegammap, etc etc.. and these are on VANILLAS.
So I'm wondering if exotic options like barrier's and such have these same greeks, OR do they have even more "exotic" greeks.. even higher moments than "elasticity/lambda" and such. Optionality is fractal.
