UCLFinComp

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UCLFinComp

UCLFinComp

@uclfincomp

University College London is a world centre of excellence for research and teaching in Financial Computing & Analytics .

London, UK Katılım Mayıs 2013
263 Takip Edilen422 Takipçiler
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UCLFinComp
UCLFinComp@uclfincomp·
🌟 Exciting Announcement: CBDC Meetup 🌟 📅 Date: January 10, 2024 🕒 Time: 14:00-16:30 hrs 📍 Location: Butlers Wharf, 26 Shad Thames, London, SE1 2YG Register now at eventbrite.co.uk/e/central-bank…
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UCLFinComp
UCLFinComp@uclfincomp·
We are excited to share a video from our Summer Networking Event featuring our amazing students from the MSc programmes in Computational Finance, Financial Risk Management, Financial Technologies, and Emerging Digital Technologies. youtube.com/watch?v=N9WQG9…
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UCLFinComp
UCLFinComp@uclfincomp·
We are excited to invite you to the "Future of Money" workshop. Participate in our discussion on the essential aspects of stablecoins and tokenization. 📅 Date: May 16, 2024 REGISTER HERE: forms.gle/ARDZ5n4VQrpN7w…
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UCLFinComp
UCLFinComp@uclfincomp·
You are invited to join us at our forthcoming seminar on  The Future of Money: What it is and how it works Register at:  lnkd.in/eNHYQm66 We look forward to your participation! November 27, 13:00 hrs, ROBERTS BUILDING, ROOM G08 MALET PLACE, WC1E 7JE, LONDON , UK
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UCLFinComp
UCLFinComp@uclfincomp·
You are invited to join us at our forthcoming seminar on The Future of Money: Digital Cash proof of provenance. Register at: forms.gle/WfUHUqhjPwQBCt…… We look forward to your participation! October 12, 16:00 hrs, UCL (Room G12) 1-19 TORRINGTON PLACE, WC1E 7HB LONDON, UK
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UCLFinComp
UCLFinComp@uclfincomp·
You are invited to join us at our forthcoming seminar on #DLT and #SustainableDevelopment @DLT_Science Explore how innovative technology is shaping a more sustainable future, and be part of this insightful conversation:
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Keenan Crane
Keenan Crane@keenanisalive·
Cantor showed that the "integer grid" has the exact same number of points as the "integer line"—even though both have infinitely many points! The correspondence can be shown using two (& only two!) bijective quadratic functions sending pairs (x,y)∈ℕ₀×ℕ₀ to integers n∈ℕ₀.
Some theorems@CihanPostsThms

[Cantor 1873]: The quadratic function P: ℕ x ℕ → ℕ (x,y) ↦ ½( (x+y)² + 3x + y ) is a bijection. [Fueter–Pólya 1923]: The only quadratic bijections ℕ x ℕ → ℕ are Cantor's P(x,y) and P(y,x).

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Carolina Mattsson
Carolina Mattsson@CarolinaMttssn·
Just a quick note: Shareholders asking “What other banks are facing the same issues as SVB?” is a very very different problem from financial contagion.
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UCLFinComp
UCLFinComp@uclfincomp·
Are you subscribed to our newsletter? Sign up here for the latest news: p (dot) barucca (at) ucl (dot) ac (dot) uk include your name, affiliation, and research interests
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