Date of Publication

8-2024

Document Type

Master's Thesis

Degree Name

Bachelor of Science in Computer Engineering - Ladderized

Subject Categories

Electrical and Computer Engineering

College

Gokongwei College of Engineering

Department/Unit

Electronics And Communications Engg

Thesis Advisor

Jay Robert B. Del Rosario

Defense Panel Chair

Argel A. Bandala

Defense Panel Member

Robert Kerwin C. Billones
Donabel DeVeas-Abuan

Abstract (English)

Model compression is crucial for optimizing Convolutional Neural Networks (CNNs) for deployment on resource-constrained devices. This paper introduces Quantization with Outlier-Aware Tensor-Wise Smoothing (Q-OATS), a novel technique that integrates outlier handling with traditional model compression methods. Q-OATS addresses key challenges in activation quantization by adopting a tensor-wise approach. Unlike conventional methods that rely solely on the maximum value for activation representation, Q-OATS leverages both the mean and standard deviation, along with a migration factor, to enhance activation representation and better manage outliers. This method effectively mitigates the impact of outliers while accommodating the non-linearity and complex layer interactions inherent in CNNs, resulting in more accurate quantization. Applying Q-OATS to the ResNet-50 architecture achieved a 74% reduction in model size, from 94.42 MB to 24.11 MB, with only 0.43% accuracy degradation and a competitive inference time. Validation on AlexNet further demonstrated Q-OATS’s broad applicability across various CNN architectures. These findings underscore Q-OATS’s effectiveness in enhancing model compression by addressing activation outliers and preserving high performance. Future research should focus on applying Q-OATS to additional network architectures, diverse datasets, and tasks such as object detection, and optimizing it for deployment on edge devices.

Abstract Format

html

Abstract (Filipino)

None

Abstract Format

html

Language

English

Format

Electronic

Keywords

Neural networks (Computer science)

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Embargo Period

8-2027

Available for download on Sunday, August 01, 2027

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