
During October 2025, Jommmycha developed a Beamer presentation for the intsystems/BMM repository, focusing on likelihood bracketing techniques for decision-making in belief networks. The work detailed theoretical foundations and algorithms for computing upper and lower bounds in sigmoid and noisy-OR networks, addressing the challenge of inference in intractable probabilistic models. Using LaTeX and Beamer, Jommmycha prepared academic slides that integrated experimental results, demonstrating how bound-based methods can support decisions without requiring exact inference. This contribution enhanced the team’s ability to communicate complex probabilistic modeling concepts and provided practical tools for reducing computational costs in machine learning applications.

2025-10 monthly summary for intsystems/BMM: Delivered a Beamer presentation on likelihood bracketing for decision-making in belief networks, including theoretical foundations, algorithms for upper/lower bounds in sigmoid and noisy-OR networks, and experimental results to support decisions without exact inference. Prepared Nabiev talk slides (commit 249d8597d5d8bd0a8e3a1ce07b1482b4d12ec653). No major bugs fixed this month. Impact: enables faster, bound-based decision support under uncertainty and strengthens team communication of probabilistic methods. Technologies/skills demonstrated: LaTeX/Beamer, probabilistic modeling, belief networks, algorithm design, experimental validation, Git.
2025-10 monthly summary for intsystems/BMM: Delivered a Beamer presentation on likelihood bracketing for decision-making in belief networks, including theoretical foundations, algorithms for upper/lower bounds in sigmoid and noisy-OR networks, and experimental results to support decisions without exact inference. Prepared Nabiev talk slides (commit 249d8597d5d8bd0a8e3a1ce07b1482b4d12ec653). No major bugs fixed this month. Impact: enables faster, bound-based decision support under uncertainty and strengthens team communication of probabilistic methods. Technologies/skills demonstrated: LaTeX/Beamer, probabilistic modeling, belief networks, algorithm design, experimental validation, Git.
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