What's the answer then? BGW + see my download. bearish's counter-example 'works' (escapes BGW proof) because the volatility in that one is not Markov. What works? Basically, (i) any 1D (Markov) diffusion with generic local vol; (ii) any 2D (Markov) stochastic vol diffusion with volatility SDE (...
How the EPA turned into a Democratic slush fund (WSJ): Trump’s EPA vs. Biden’s Dark Climate Money: A lawsuit may expose how the Democratic Green New Deal really worked. How this works: 1. US is polarized roughly 50-50% into Republicans and Progressives 2. Republicans reject modern science 3. Hence,...
The volatility can be a discontinuous function of S while preserving the result, as long as it only depends on the contemporaneous stock price. That is, the local volatility can jump up when the stock price goes down without making the call delta negative, as long as it jumps back down again if the...
I’m not even sure what to prompt (-: I can relatively easily imagine scenarios when volatility depends on the stock price and the option value changes up or down. What’s this problem asking about? If the stock price is governed by a 1D diffusion, you'll be hard pressed to find a negative delta fo...