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Hi there 👋

  • 🔭 I’m currently working on obvs: An Interpretability Library that helps Make Transformers Obvious.
  • 🌱 I’m currently learning Mojo 🔥
  • 👯 I’m looking to collaborate in Open Source development.
  • 💬 Ask me about understanding model internals.
  • 😄 Pronouns: They | Them.

Jamie Coombes's Projects

4f icon 4f

Firebase Realtime Database GoJS interaction.

algothon icon algothon

BlackRock Algorithmic Trading Hackathon.

algothon2018 icon algothon2018

BlackRock Algorithmic Trading Hackathon. Attempt to use quandl libraries to generate alpha.

barabasi_albert icon barabasi_albert

In this project you will study a standard model for a growing network. A simple version ofthis model was described by Barab ́asi and Albert (1999) [1] but it is identical to the citationnetwork model of Price (1965) [2]. In terms of the degree distribution, these models arein turn completely equivalent to the models of Yule (1925) [3] and Simon (1955) [4]. The central idea is that the fat tails seen in many areas could be explained in terms of a “richget richer” principle. This concept goes back to the 19th Century (at least) when Paretonoted that 80% of the land in Italy was owned by just 20% of the population. The idea isso universal that it occurs in many different guises — the “Pareto principle”, the “80-20rule” or even then Matthew effect (Matthew’s gospel “For everyone who has will be givenmore”). For simplicity we will use the terminology of Barab ́asi and Albert [1] who talkaboutpreferential attachmentand we will refer to this model as theBA model.This is so our language matches that of most recent network literature though it fails to acknowledge previous contributions sufficiently [1] A.-L. Barab ́asi and R. Albert,Emergence of scaling in random networks Science,286173 (1999).[2] D. J. de S. Price,The scientific foundations of science policy, Nature,206233–238(1965).[3] G. U. Yule,A mathematical theory of evolution based on the conclusions of Dr.J.C. Willis, F.R.S. Phil. Trans. B,21-8721–87 (1925).[4] H.A. Simon,On a class of skew distribution functions, Biometrica,42425 (1955).

beeware-sudoku-app icon beeware-sudoku-app

BeeWare android app to help solve this challenge -> https://manifold.markets/Mira/will-a-prompt-that-enables-gpt4-to

complexityproject icon complexityproject

The aim is to study the Oslo model, which is one of the simplest moddels displauing self-organised criticality. The Oslo model was first published by Christensen et al. (1996) [1, 2, 3]. Despite it's simplicity the Oslo model is rich and non-trivial in its behaviour, and its avalanche-size probability is consistent with the general framework for scaling and data collapse, hat is, the hallmrks of a system displaying self-organised criticality.

d2l-jax icon d2l-jax

Implementation of the Algorithms in Dive into Deep Learning using Jax/Haiku.

dbt-fal icon dbt-fal

do more with dbt. dbt-fal helps you run Python alongside dbt, so you can send Slack alerts, detect anomalies and build machine learning models.

django icon django

The Web framework for perfectionists with deadlines.

effectivealltruism icon effectivealltruism

A LLM-powered chrome extension to enable textual style-transfer on Effective Altruism Forum posts.

fernleigh icon fernleigh

Short and simple financial model - should we invest?

imperial-visualizations icon imperial-visualizations

Pre-production Research - Which packages are best to use to create and visualise physics simulations in Python (and possibly JS)

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