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#discussion-royal-ballroom
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2025-09-22
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Alex (IT Revolution, Conference Staff)21:09:40

Looking forward to day 1!

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Matt Ring (he/him) - Sr. Product/Engineering Coach, John Deere21:09:04

Ok, for all those who have been at the Fontainbleau before, what's on your "must see/eat at/experience" list?

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Stephen Fishman23:09:53

i loved "washing potato"

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Margueritte Kim (CEO, IT Revolution)15:09:23

Hi my friend! Mother Wolf is a must. Also, Peking Duck at Chyna Club.

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Mostafa Radwan21:09:42

Mother Wolf is amazing! Tried Komodo yesterday and was great - Salmon tacos are a must for sure πŸ™‚

Stephen Fishman23:09:47

optionality formula that gene described (props to @chawthorne’s mom!) β€’ Formula for optionality: (N Γ— K Γ· T Γ— Οƒ) β—¦ N = number of modules β—¦ K = parallel experiments β—¦ T = time to experiment β—¦ Οƒ = risk/uncertainty https://www.amazon.com/Unbundling-Enterprise-Innovation-Optionality-Accidents/dp/1950508870/ref=sr_1_1?crid=3M6R8V8G2JK5R&amp;dib=eyJ2IjoiMSJ9.WySYuqqZdaM1kG-aAN1EP_0qXhS0kofRY4iBQp-7tiYfkRf3RQOMYSX5W-c6SaxMkb9aSAubeZQSgU7lcdgl4XfklHJlEQImpjh_9Nn_Kc4.-Rg-RMzAWwoTNEzqELAjgavSP2YP7Jm2jo887YfE59c&amp;dib_tag=se&amp;keywords=unbundling+the+enterprise&amp;qid=1730500966&amp;sprefix=unbundling+the+ent%2Caps%2C136&amp;sr=8-1 explains how to justify it, set the defaults necessary to make it real it in detail, and gives case studies and examples #shamelessSelfPromotion πŸ˜‰

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Randy Shoup01:09:57

Clearly I need to move that book earlier in the queue. Is the risk sigma in the numerator or denominator? Risk of what?

Clare Hawthorne (2024)01:09:01

@cbaldwin has joined the chat!

Stephen Fishman02:09:52

Risk is the uncertainty in the space that you’re experimenting in (but I’ll defer to queen of optionality)

Randy Shoup03:09:30

Cool. So it's (N*K / T) * Οƒ. That makes sense πŸ™‚

Sree, Speaker, Director - Innovation at Travelopia23:09:55

Looking forward to share my AI revolution evolution tomorrow. See you at 9:20 am

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