2020
DOI: 10.3390/electronics9030515
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A Fully-Integrated Analog Machine Learning Classifier for Breast Cancer Classification

Abstract: We propose a fully integrated common-source amplifier based analog artificial neural network (ANN). The performance of the proposed ANN with a custom non-linear activation function is demonstrated on the breast cancer classification task. A hardware-software co-design methodology is adopted to ensure good matching between the software AI model and hardware prototype. A 65 nm prototype of the proposed ANN is fabricated and characterized. The prototype ANN achieves 97% classification accuracy when operating from… Show more

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Cited by 15 publications
(3 citation statements)
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“…Training the model (i) Perform bootstrap process on the training data (ii) Choose the number of clusters to be formed based on the data (iii) Apply a classification algorithm like a decision tree (5) Evaluate the model on the test set (i) Compute the accuracy from each cluster in the model and average the accuracy (ii) Determine the output prediction by a voting process (6) Stop Mathematical Problems in Engineering used for logistic regression was selected based on the grid search method. ree solvers "newton-cg," "liblinear," and "saga" were used and the learning rate was set in a range from 0.001 to 10.…”
Section: Discussionmentioning
confidence: 99%
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“…Training the model (i) Perform bootstrap process on the training data (ii) Choose the number of clusters to be formed based on the data (iii) Apply a classification algorithm like a decision tree (5) Evaluate the model on the test set (i) Compute the accuracy from each cluster in the model and average the accuracy (ii) Determine the output prediction by a voting process (6) Stop Mathematical Problems in Engineering used for logistic regression was selected based on the grid search method. ree solvers "newton-cg," "liblinear," and "saga" were used and the learning rate was set in a range from 0.001 to 10.…”
Section: Discussionmentioning
confidence: 99%
“…Training the data (i) Select "i" random features from the entire set of input features i (ii) Determine the nodes from the "i" features using the best split point ( 4) Repeat (i) e above three steps until a speci c number of nodes are reached ( 5) Repeat (i) e above steps for n times to create m decision trees (6) Testing the data (i) Feed-in a new data sample and predict the output label (ii) e node which gives high prediction among the other output nodes will be taken as the nal prediction (7) Stop where H(s) is the final output prediction and h i (s) is the output prediction for each sample in a classifier.…”
Section: Gradient Boosting Classi Ermentioning
confidence: 99%
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