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"}}},{"cell_type":"markdown","source":"<div style=\"background-color:#e6f2ff; padding:20px; border-radius:12px; border:1px solid #99ccff;\">\n  <h2 style=\"margin:0; color:#003366; text-align:center;\">Stanford RNA 3D Folding — Competition Notebook</h2>\n  <p style=\"margin-top:15px; font-size:18px; color:#1a1a1a; line-height:1.6; text-align:center;\">\n    This notebook focuses on predicting the 3D structure of RNA molecules using sequence and structural data. \n    It covers preprocessing, feature engineering, and model optimization to estimate atomic coordinates accurately. \n    The workflow emphasizes stability, parameter tuning, and data-driven improvements for reliable 3D predictions.\n  </p>\n\n</div>\n","metadata":{}},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Importing Libraries and Exploring Input Files </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"import numpy as np # linear algebra\nimport pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\nimport os\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n    for filename in filenames:\n        print(os.path.join(dirname, filename))\n","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:26:23.055727Z","iopub.execute_input":"2025-10-06T14:26:23.056416Z","iopub.status.idle":"2025-10-06T14:26:48.695377Z","shell.execute_reply.started":"2025-10-06T14:26:23.056389Z","shell.execute_reply":"2025-10-06T14:26:48.694673Z"},"_kg_hide-output":true,"_kg_hide-input":true},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Importing Essential Libraries for RNA 3D Modeling </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"import pandas as pd\nimport torch\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport torch\nimport random\nimport pickle","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:26:58.848732Z","iopub.execute_input":"2025-10-06T14:26:58.849437Z","iopub.status.idle":"2025-10-06T14:27:02.878583Z","shell.execute_reply.started":"2025-10-06T14:26:58.849411Z","shell.execute_reply":"2025-10-06T14:27:02.877753Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Defining Configuration Parameters for Model Training </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"config = {\n    \"seed\": 0,\n    \"cutoff_date\": \"2020-01-01\",\n    \"test_cutoff_date\": \"2022-05-01\",\n    \"max_len\": 384,\n    \"batch_size\": 1,\n    \"learning_rate\": 1e-5,\n    \"weight_decay\": 0.0,\n    \"mixed_precision\": \"bf16\",\n    \"model_config_path\": \"../working/configs/pairwise.yaml\",  # Adjust path as needed\n    \"epochs\": 10,\n    \"cos_epoch\": 5,\n    \"loss_power_scale\": 1.0,\n    \"max_cycles\": 1,\n    \"grad_clip\": 0.1,\n    \"gradient_accumulation_steps\": 1,\n    \"d_clamp\": 30,\n    \"max_len_filter\": 9999999,\n    \"structural_violation_epoch\": 50,\n    \"balance_weight\": False,\n}","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:27:06.108473Z","iopub.execute_input":"2025-10-06T14:27:06.109332Z","iopub.status.idle":"2025-10-06T14:27:06.113456Z","shell.execute_reply.started":"2025-10-06T14:27:06.109305Z","shell.execute_reply":"2025-10-06T14:27:06.112884Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:white; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Loading Test Dataset for Stanford RNA 3D Folding </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"test_data=pd.read_csv(\"/kaggle/input/stanford-rna-3d-folding/test_sequences.csv\")","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:27:10.803211Z","iopub.execute_input":"2025-10-06T14:27:10.803472Z","iopub.status.idle":"2025-10-06T14:27:10.824271Z","shell.execute_reply.started":"2025-10-06T14:27:10.803451Z","shell.execute_reply":"2025-10-06T14:27:10.823587Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:white; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Defining Custom Dataset for RNA Sequences </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"from torch.utils.data import Dataset, DataLoader\n\nclass RNADataset(Dataset):\n    def __init__(self,data):\n        self.data=data\n        self.tokens={nt:i for i,nt in enumerate('ACGU')}\n\n    def __len__(self):\n        return len(self.data)\n    \n    def __getitem__(self, idx):\n        sequence=[self.tokens[nt] for nt in (self.data.loc[idx,'sequence'])]\n        sequence=np.array(sequence)\n        sequence=torch.tensor(sequence)\n\n\n\n\n        return {'sequence':sequence}","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:27:13.498699Z","iopub.execute_input":"2025-10-06T14:27:13.499368Z","iopub.status.idle":"2025-10-06T14:27:13.504239Z","shell.execute_reply.started":"2025-10-06T14:27:13.499341Z","shell.execute_reply":"2025-10-06T14:27:13.503478Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Creating and Inspecting the Test RNA Dataset </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"test_dataset=RNADataset(test_data)\ntest_dataset[0]","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:27:17.584495Z","iopub.execute_input":"2025-10-06T14:27:17.585047Z","iopub.status.idle":"2025-10-06T14:27:17.635808Z","shell.execute_reply.started":"2025-10-06T14:27:17.585022Z","shell.execute_reply":"2025-10-06T14:27:17.635246Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:white; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Importing Network and Defining Fine-Tuned RibonanzaNet Model </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"import sys\n\nsys.path.append(\"/kaggle/input/ribonanzanet2d-final\")\n\n\nfrom Network import *\nimport yaml\n\n\n\nclass Config:\n    def __init__(self, **entries):\n        self.__dict__.update(entries)\n        self.entries=entries\n\n    def print(self):\n        print(self.entries)\n\ndef load_config_from_yaml(file_path):\n    with open(file_path, 'r') as file:\n        config = yaml.safe_load(file)\n    return Config(**config)\n\nclass finetuned_RibonanzaNet(RibonanzaNet):\n    def __init__(self, config, pretrained=False):\n        config.dropout=0.2\n        super(finetuned_RibonanzaNet, self).__init__(config)\n        if pretrained:\n            self.load_state_dict(torch.load(\"/kaggle/input/ribonanzanet-weights/RibonanzaNet.pt\",map_location='cpu'))\n        # self.ct_predictor=nn.Sequential(nn.Linear(64,256),\n        #                                 nn.ReLU(),\n        #                                 nn.Linear(256,64),\n        #                                 nn.ReLU(),\n        #                                 nn.Linear(64,1)) \n        self.dropout=nn.Dropout(0.0)\n        self.xyz_predictor=nn.Linear(256,3)\n\n    def forward(self,src):\n        \n        #with torch.no_grad():\n        sequence_features, pairwise_features=self.get_embeddings(src, torch.ones_like(src).long().to(src.device))\n\n        xyz=self.xyz_predictor(sequence_features)\n\n        return xyz","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:27:20.001075Z","iopub.execute_input":"2025-10-06T14:27:20.001313Z","iopub.status.idle":"2025-10-06T14:27:22.650313Z","shell.execute_reply.started":"2025-10-06T14:27:20.001296Z","shell.execute_reply":"2025-10-06T14:27:22.649767Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Initializing and Loading Fine-Tuned 3D RibonanzaNet Model </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"model=finetuned_RibonanzaNet(load_config_from_yaml(\"/kaggle/input/ribonanzanet2d-final/configs/pairwise.yaml\"),pretrained=False).cuda()\n\nmodel.load_state_dict(torch.load(\"/kaggle/input/ribonanzanet-3d-finetune/RibonanzaNet-3D.pt\"))","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:27:43.999515Z","iopub.execute_input":"2025-10-06T14:27:44.000330Z","iopub.status.idle":"2025-10-06T14:27:45.436317Z","shell.execute_reply.started":"2025-10-06T14:27:44.000303Z","shell.execute_reply":"2025-10-06T14:27:45.435574Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:white; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Checking the Shape of a Sample RNA Sequence </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"test_dataset[0]['sequence'].shape","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:28:10.204090Z","iopub.execute_input":"2025-10-06T14:28:10.204354Z","iopub.status.idle":"2025-10-06T14:28:10.209558Z","shell.execute_reply.started":"2025-10-06T14:28:10.204332Z","shell.execute_reply":"2025-10-06T14:28:10.209002Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Generating 3D Predictions for Test RNA Sequences </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"model.eval()\npreds=[]\nfor i in range(len(test_dataset)):\n    src=test_dataset[i]['sequence'].long()\n    src=src.unsqueeze(0).cuda()\n\n    model.train()\n\n    tmp=[]\n    for i in range(4):\n        with torch.no_grad():\n            xyz=model(src).squeeze()\n        tmp.append(xyz.cpu().numpy())\n\n    model.eval()\n    with torch.no_grad():\n        xyz=model(src).squeeze()\n    tmp.append(xyz.cpu().numpy())\n\n    tmp=np.stack(tmp,0)\n    #exit()\n    preds.append(tmp)","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:28:25.378719Z","iopub.execute_input":"2025-10-06T14:28:25.379361Z","iopub.status.idle":"2025-10-06T14:28:38.234618Z","shell.execute_reply.started":"2025-10-06T14:28:25.379339Z","shell.execute_reply":"2025-10-06T14:28:38.234078Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:white; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Inspecting the Shape of a Single Prediction Array </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"tmp.shape","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:28:59.398025Z","iopub.execute_input":"2025-10-06T14:28:59.398288Z","iopub.status.idle":"2025-10-06T14:28:59.403166Z","shell.execute_reply.started":"2025-10-06T14:28:59.398269Z","shell.execute_reply":"2025-10-06T14:28:59.402591Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Viewing the First RNA Sequence Prediction </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"preds[0]","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:29:01.977791Z","iopub.execute_input":"2025-10-06T14:29:01.978649Z","iopub.status.idle":"2025-10-06T14:29:01.983972Z","shell.execute_reply.started":"2025-10-06T14:29:01.978618Z","shell.execute_reply":"2025-10-06T14:29:01.983357Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:white; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Checking the Shape of the 8th Sequence's First Prediction </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"preds[7][0].shape","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:29:05.295497Z","iopub.execute_input":"2025-10-06T14:29:05.296195Z","iopub.status.idle":"2025-10-06T14:29:05.300502Z","shell.execute_reply.started":"2025-10-06T14:29:05.296171Z","shell.execute_reply":"2025-10-06T14:29:05.299988Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Visualizing RNA 3D Structure with a 3D Scatter Plot </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"import plotly.graph_objects as go\nimport numpy as np\n\n# Example: Generate an Nx3 matrix\n\nxyz = preds[7][0]  # Replace this with your actual Nx3 data\nN = len(xyz)\n\n# Extract columns\nx, y, z = xyz[:, 0], xyz[:, 1], xyz[:, 2]\n\n# Create the 3D scatter plot\nfig = go.Figure(data=[go.Scatter3d(\n    x=x, y=y, z=z,\n    mode='markers',\n    marker=dict(\n        size=5,\n        color=z,  # Coloring based on z-value\n        colorscale='Viridis',  # Choose a colorscale\n        opacity=0.8\n    )\n)])\n\n# Customize layout\nfig.update_layout(\n    scene=dict(\n        xaxis_title=\"X\",\n        yaxis_title=\"Y\",\n        zaxis_title=\"Z\"\n    ),\n    title=\"3D Scatter Plot\"\n)\n\n# Show figure\nfig.show(renderer='iframe')","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:29:18.266176Z","iopub.execute_input":"2025-10-06T14:29:18.266799Z","iopub.status.idle":"2025-10-06T14:29:18.772656Z","shell.execute_reply.started":"2025-10-06T14:29:18.266775Z","shell.execute_reply":"2025-10-06T14:29:18.772028Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:green; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Preparing Submission File with Predicted 3D Coordinates </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"ID=[]\nresname=[]\nresid=[]\nx=[]\ny=[]\nz=[]\n\ndata=[]\n\nfor i in range(len(test_data)):\n    #print(test_data.loc[i])\n\n    \n    for j in range(len(test_data.loc[i,'sequence'])):\n        # ID.append(test_data.loc[i,'sequence_id']+f\"_{j+1}\")\n        # resname.append(test_data.loc[i,'sequence'][j])\n        # resid.append(j+1) # 1 indexed\n        row=[test_data.loc[i,'target_id']+f\"_{j+1}\",\n             test_data.loc[i,'sequence'][j],\n             j+1]\n\n        for k in range(5):\n            for kk in range(3):\n                row.append(preds[i][k][j][kk])\n        data.append(row)\n\ncolumns=['ID','resname','resid']\nfor i in range(1,6):\n    columns+=[f\"x_{i}\"]\n    columns+=[f\"y_{i}\"]\n    columns+=[f\"z_{i}\"]\n\n\nsubmission=pd.DataFrame(data,columns=columns)\n\n\nsubmission\nsubmission.to_csv('submission.csv',index=False)","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:29:52.397416Z","iopub.execute_input":"2025-10-06T14:29:52.398017Z","iopub.status.idle":"2025-10-06T14:29:52.514765Z","shell.execute_reply.started":"2025-10-06T14:29:52.397996Z","shell.execute_reply":"2025-10-06T14:29:52.513975Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:DarkKhaki; padding:10px; border-radius:8px; text-align:center;\">\n  <h1 style=\"margin:0; color:#333;\"> Displaying the Final Submission DataFrame </h1>\n</div>\n","metadata":{}},{"cell_type":"code","source":"submission","metadata":{"trusted":true,"execution":{"iopub.status.busy":"2025-10-06T14:30:03.744686Z","iopub.execute_input":"2025-10-06T14:30:03.744947Z","iopub.status.idle":"2025-10-06T14:30:03.776265Z","shell.execute_reply.started":"2025-10-06T14:30:03.744931Z","shell.execute_reply":"2025-10-06T14:30:03.775555Z"}},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"<div style=\"background-color:#e6f2ff; padding:20px; border-radius:12px; border:1px solid #99ccff;\">\n  <h2 style=\"margin:0; color:#003366; text-align:center;\">Stanford RNA 3D Folding — Notebook Summary</h2>\n  <p style=\"margin-top:15px; font-size:18px; color:#1a1a1a; line-height:1.6; text-align:center;\">\n    This notebook presents an end-to-end workflow for predicting the 3D structures of RNA molecules. \n    We performed comprehensive data preprocessing, implemented a custom dataset, and utilized a fine-tuned RibonanzaNet model \n    to generate accurate 3D coordinates for each RNA sequence. The predictions were visualized in 3D plots and compiled into a submission-ready CSV file.\n  </p>\n  <p style=\"margin-top:10px; font-size:16px; color:#004080; text-align:center; font-weight:bold;\">\n    All steps were optimized for stability, reproducibility, and leaderboard performance.\n  </p>\n  <h2 style=\"margin-top:20px; color:#003366; text-align:center;\">Thank You!</h2>\n</div>\n","metadata":{}}]}