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Hi 👋, I'm Emmanuel Sleiman

Medical student specializing in hematology, with a passion for mathematics and AI applications in healthcare.

Current Projects

  • Deep Learning for Blood Cell Recognition
  • Anisotropic 3D Segmentation of Liver and HCCs
  • Medical Data Analysis Platform

My Medicine Thesis

Prognostic impact of minimal residual disease (MRD) predicted by machine learning for patients with myeloma eligible for autologous transplantation

Access My Thesis

Languages and Tools

  • Python for processing
  • Git for version control and collaboration
  • Linux for server environment setup
  • Markdown for writing
  • CoCalc for collaborative computation
  • Jupyter for interactive notebooks

Formula of the Week

The Legendre Polynomial1 :

\[\begin{equation} P_n(x) = \frac{1}{2^n n!} \frac{d^n}{dx^n} \left( x^2 - 1 \right)^n \end{equation}\]

  1. The Legendre Polynomials \( P_n(x) \) are solutions to Legendre's differential equation and are used in physics and engineering, especially in problems involving spherical symmetry, such as gravitational and electric potentials. ↩