unless I am reading wrong he's putting bids and offers around the bbo (ie. making a market) and hoping for a sweep and reversal (not momentum)
You are reading it wrong.
unless I am reading wrong he's putting bids and offers around the bbo (ie. making a market) and hoping for a sweep and reversal (not momentum)
So you're playing the difference between when you get your fill notification and when the information is disseminated by the exchange to other participants. You have a small and quantifiable information advantage, but what does this tell you (if anything) about future order flow?The idea is that when a big sell or buy order wipes out multiple levels, you get notified of your fills
and immediately cancel remaining orders, cover your position, and reverse directions (with more contracts than your feeler positions).
Then fill X ticks away.
"sit in the market but try not to take toxic or informed flow"
He's layering the book to detect toxic flow and then reversing directions (hoping for momentum ignition).
You are reading it wrong.
ops: I reread the OP and I am reading it wrong. Now I see that the OP wants to react to the fills and follow through with the sweeping order. I suggest that you forget reacting to fills and place stops (or stop limits ) around the bbo. However, I dont think this will workThe thread has an interesting premise - that perhaps informed trading and therefore future order flow can be deduced from microstructure events alone. And therefore there may be an advantage in coat tailing a large order for X ticks.
So you're playing the difference between when you get your fill notification and when the information is disseminated by the exchange to other participants. You have a small and quantifiable information advantage, but what does this tell you (if anything) about future order flow?
I'd hint that there may be a better advantage (not as speed/fee sensitive and more scalable) in looking at the opposite side- can toxic/informed flow be predicted, and is there advantage to positioning yourself ahead of this expected flow or with it - and for more than a few ticks. What is the primary restriction of large informed traders? And therefore what information do they sometimes reveal.
Exactly. My point, badly put in post above, is that there are ways to know the outcome ahead of the momentum ignition, rather than reacting to it. Therefore you are already positioned. This would give an edge an order of magnitude greater than trying to scalp a tick or two off the momentum. Not really in my interest to give more detail yet it always surprises me that this isn't thought of by others, or at least discussed in public.
Didn't CME change this rule and now informs everybody of the fill at the same time? Could anyone chime in on this?
Absolutely agree, although not sure what the answer to your quiz question would be. Clearly, depending on how much time they have to execute may decide whether or not your would see any 'traces' of them. If time is of essence and thus liquidity is limited, they might just hit the market with a large market order-easily detectable. Most such occurrences are 'locally faded' although the fade move size is variable and therefore not easy to take advantage of-but often annoying enough to preclude any simple automation to go 'with size'.
I am quite skeptical when someone says something can't be done. It mostly means I/we can't do it but others might be able to. It's definitely not easy but academic researchers are not motivated enough to tackle this from a practical point of view. Yes, fading all large orders with some (fixed/dynamic) stop and some exit is not viable, as it's not to go with it. But that doesn't mean one can't add some structural logic around it that would make it work.a) nobody knows, this is a pure game of probabilities. But there have been many academic papers that researched large order impact on order books and information derived from that. Most such papers have shown that certainly there is no edge in fading such larger orders. The opposite in isolation has been proven to be equally futile. The order book and its information content is only one single variable in a complex equation.