diff --git a/README.md b/README.md index ab79531..2948167 100644 --- a/README.md +++ b/README.md @@ -48,14 +48,6 @@ CuPy is an open-source array library for GPU-accelerated computing with Python. --- -## Results - -- Achieved maximum test accuracy of **95.36%** with batch size 128 -- Performance is comparable to an equivalent TensorFlow implementation in both accuracy and convergence speed -- Training times and memory usage optimized using vectorized operations and strided memory access - ---- - ## Conclusion This implementation confirms the feasibility of building a performant CNN purely with CuPy, highlighting both computational efficiency and the educational value of low-level deep learning architectures. It provides a foundation for extending the model to more complex datasets and deeper network designs.--- @@ -66,4 +58,10 @@ This implementation confirms the feasibility of building a performant CNN purely A full project report detailing methodology, implementation, results, and analysis is available in the [`DOCS`](./DOCS) folder: -[Project Report (PDF)](./DOCS/CNN_raport.pdf) \ No newline at end of file +[Project Report (PDF)](./DOCS/CNN_raport.pdf) + +--- + +Track the progress of the project here: [GitHub Project Board](https://github.com/users/Doberman12/projects/3) + +--- \ No newline at end of file diff --git a/notebooks/plots.ipynb b/notebooks/plots.ipynb index 18d5f43..704a2ee 100644 --- a/notebooks/plots.ipynb +++ b/notebooks/plots.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 13, + "execution_count": 2, "id": "f8c8d28c", "metadata": {}, "outputs": [], @@ -14,7 +14,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 3, "id": "19d90418", "metadata": {}, "outputs": [ @@ -48,7 +48,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 4, "id": "e884e59d", "metadata": {}, "outputs": [], @@ -67,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 5, "id": "7576fa52", "metadata": {}, "outputs": [ @@ -108,15 +108,15 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 8, "id": "f4c02e58", "metadata": {}, "outputs": [ { "data": { - "image/png": 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"text/plain": [ - "
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" ] }, "metadata": {}, @@ -124,7 +124,7 @@ } ], "source": [ - "fig, axes = plt.subplots(2, 4, figsize=(22, 16))\n", + "fig, axes = plt.subplots(4, 2, figsize=(15, 20))\n", "axes = axes.flatten()\n", "for i, (label, data) in enumerate(comp):\n", " cm = data[\"confusion_matrix\"]\n", @@ -140,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 7, "id": "d41813a2", "metadata": {}, "outputs": [