Binary Decision Diagrams for Sensor Data Correlation
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Solution Overview
Problem
Current sensor networks and binary decision diagrams face challenges in efficiently monitoring and analyzing health data, particularly in detecting sensor malfunctions and data corruption, and in optimizing data analysis processes for size and compression.
Innovation Solution
The integration of sensor networks with binary decision diagrams (BDDs) enables data compression, detection of sensor malfunctions, and optimization of data analysis by using reduced ordered binary decision diagrams (ROBDDs) and hashing techniques, allowing for efficient data processing and visualization of health state information.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Productivity
If traditional sensor networks are used for health monitoring, then data collection capability is maintained, but data processing efficiency and storage optimization deteriorate
Solution Approach 1:
The patent replaces traditional mechanical data processing methods with binary decision diagrams (BDDs), a computational data structure that efficiently represents and manipulates Boolean functions. This substitution enables optimized data analysis by transforming health monitoring data into BDD representations, allowing for more efficient processing and correlation detection without requiring complex analytical systems.
2Measurement precision
If comprehensive health data is monitored and stored, then detection accuracy is improved, but data storage size and processing overhead increase
Solution Approach 1:
The patent changes the representation parameters of health data by encoding it into binary decision diagrams. This parameter transformation allows the same information to be stored and processed in a compressed format, reducing storage volume while maintaining the capability to detect anomalies and correlations with high accuracy through efficient BDD operations.
Solution Approach 2:
The patent creates compressed representations (copies) of health data using BDD structures. Instead of storing raw data in its original form, the system generates equivalent BDD representations that occupy less storage space but preserve all necessary information for detection and analysis, effectively reducing storage requirements while maintaining detection capabilities.
3Loss of time
If real-time health monitoring is implemented, then response time to anomalies is reduced, but computational resource consumption increases
Solution Approach 1:
The patent replaces energy-intensive real-time computational methods with BDD-based processing, which leverages the inherent efficiency of binary decision structures. This substitution enables real-time anomaly detection by using BDD operations that require fewer computational resources, thereby reducing energy consumption while maintaining fast response times for detecting health anomalies.
4Quantity of substance
If data compression is applied to optimize storage, then storage efficiency is improved, but data integrity and detection reliability may deteriorate
Solution Approach 1:
The patent creates faithful BDD representations as compressed copies of the original health data. These BDD copies maintain complete information equivalence with the source data, ensuring that no information is lost during compression. The structural properties of BDDs guarantee that the compressed representation preserves all necessary data integrity for reliable anomaly detection and correlation analysis.
Solution Approach 2:
The patent replaces traditional compression algorithms with BDD-based compression, which inherently preserves data integrity through the mathematical properties of Boolean function representation. This substitution ensures that compressed data maintains full reliability for detection purposes, as BDDs provide lossless compression by exactly representing the underlying data relationships without approximation or information loss.
Data Source
AI summary
In particular embodiments, a method includes accessing a first binary decision diagram (BDD) representing a data stream from a first sensor and a second BDD representing a data stream from a second sensor, determining whether the first sensor data and the second sensor data correlate by: constructing a third BDD by performing an OR operation between the first and second BDDs, determining sizes of the first, second, and third BDDs, and comparing the third size to the sum of the first size and the second size; where the degree that the first sensor data and the second sensor data correlate is indicated by the amount that the third size is less than the sum of the first size and the second size.


