NumPy Is All You Need
Deep-ML
2nd / 188
Problem: Classify 28×28 RGB images using only NumPy and pandas, without standard machine-learning libraries, under a two-hour limit and a maximum of two submissions.
Machine learning competitions and solution building.
I focus on practical modeling, constrained inference, validation, and competition systems across language, vision, and mathematical reasoning.
Results
Deep-ML
2nd / 188
Problem: Classify 28×28 RGB images using only NumPy and pandas, without standard machine-learning libraries, under a two-hour limit and a maximum of two submissions.
AI@BUET / Kaggle
3rd Place · Best Dataset Award
Problem: Build an AI system that can understand and solve mathematics problems written in Bengali.
Solution: Math101 combined Block Decomposition with dominance- and threshold-based pruning to reduce redundant inference. The reported system achieved 4× faster inference while maintaining 84% overall accuracy.
Kaggle
20th Place · Silver Medal
Problem: Detect dataset references in research papers and determine how each referenced dataset is used.
Solution: Used regex candidate extraction, DeBERTa filtering, and Qwen-based classification, with a separate DOI pipeline for noisy references and role classification.
Yandex Cup 2025 · ML Qualification
24th Place
Problem: Answer questions about STEM diagrams and problem illustrations using vision-language models under competition constraints.
Kaggle
25th Public · 26th Private · Silver Medal
Problem: Generate compact SVG illustrations from natural-language descriptions under strict runtime and file-size constraints.
Solution: Used SDXL Flash for image generation, custom and VTracer-based image-to-SVG pipelines, a fine-tuned SmolLM2 for TIFA-style questions, and PaliGemma for candidate selection.
Kaggle
18th Public · 37th Private
Problem: Solve national-level mathematical olympiad problems with open-weight AI models under competition compute constraints.
Solution: Built an LLM inference pipeline that solved 28 of 50 public problems and 26 of 50 private problems.