In the United States, the production of solid waste has been on a continuous upward trajectory, reaching an annual average of approximately 292.4 million tons of municipal solid waste (MSW) as of 2020. Notably, the most significant portion of this waste stream comprises paper and paperboard materials.
Despite significant progress made through recycling and composting initiatives, a substantial challenge persists. In 2018, an admirable 94 million tons of MSW were successfully recycled, and an additional 35 million tons were converted into valuable compost for energy generation. Nevertheless, a significant amount of waste, totaling 146 million tons, found its way to landfills, representing a critical area where further sustainable solutions are needed.
Moreover, the emergence of quantum convolutional neural networks presents a groundbreaking opportunity to address these waste management challenges. QCNNs harness the unparalleled computational power of quantum computing, potentially surpassing the capabilities of classical CNNs. By integrating quantum technology into recycling systems, we aim to redefine the efficiency and accuracy of material classification. Qausar is driven by the belief that quantum computing can lead us to innovative breakthroughs in recycling technology, allowing us to reduce waste, conserve resources, and move closer to a more sustainable future.
The future of recycling systems is at an exciting crossroads, where cutting-edge technology intersects with environmental sustainability. In this pioneering project, we at Qausar delve into the realm of quantum convolutional neural networks to revolutionize recycling efficiency and accuracy, surpassing the capabilities of traditional convolutional neural networks. Our research centers on the development of two distinct models: a classical CNN and a quantum CNN, aiming to determine whether QCNNs can pave the way for a more sustainable recycling paradigm.
Our machine learning algorithm is built upon the Quantum Convolution Neural Network. Unlike the conventional Convolutional Neural Network, which employs classical convolution techniques, our approach harnesses the advantages of quantum computing to extend the concept of classical convolution. The process for achieving quantum convolution unfolds as follows:
The data used was rescaled and converted from original images to numpy arrays and stored in the dataset folder.
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Rescaled |
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The code, model can be downloaded from the(releases) tab.
Additionally, the PyPi package can be installed to access Quasar.py created for easy access by our team. The documentation is in progress, so for now, you can use the code as a reference.
pip install quantum-automated-system-for-advanced-recycling
from Quasar import Quasar import numpy as np # Load data sets for training and testing # Datasets can be accessed on releases page train_dataset = np.load("./recycled_32_train.npz") test_dataset = np.load("./recycled_32_test.npz") # Create Quasar instance model = Quasar(train_dataset, test_dataset) # Preprocess images. It will save the pre-processed images to the directory specified. model.preprocess("./quanvolution/") # Load pre-processed images from numpy arrays # q_train_images and q_test_images are default names q_train_images = np.load("./quanvolution/q_train_images.npy") q_test_images = np.load("./quanvolution/q_test_images.npy") # Load the pre-processed images in the model model.load(q_train_images, q_test_images) # Train the model model.train() # Evaluate the model model.evaluate() # Print the prediction of the model on a single image # It will output the index of the class with the highest probability and hardcoded name. # In format {'name': prediction_result} print(model.predict("./image.jpg")) # {'Box': #}
The average accuracy for the classical model was 75%, whereas the accuracy for the quantum/hydrid model was 83%.
The average input size for the classical model was 0.65 Mb, whereas the input size for the quantum/hybrid model was 0.78 Mb.
The average loss for the classical model was 0.654, whereas the loss for the quantum/hybrid model was 0.783.
The average training time for the classical model was 16.93 seconds, whereas the training time for the quantum/hybrid model was 9.50 seconds.
The average testing time for the classical model was 0.113 seconds, whereas the testing time for the quantum/hybrid model was 0.042 seconds.
Core Devs: Team "rm -rf /": Maksym Yemelianenko, Qianxi Chen, Ilayda Dilek, Ethan Feldman, Karan Shah, Yufei Zhen
This project was created at the 2023 hAQathon (AQ = AI + Quantum) at NYU Tandon: the first quantum computing hackathon hosted at NYU Tandon.