IP Library › Granted Patent US 12,155,741
Granted Patent B2
US 12,155,741 · App. 17/290,937 · Granted Nov 26, 2024

Multivariate data compression system and method thereof

Inventors: Swades De (New Delhi, IN); Mayukh Roy Chowdhury (New Delhi, IN); Sharda Tripathi (New Delhi, IN)
Assignee: INDIAN INSTITUTE OF TECHNOLOGY DELHI
H04L69/28G05B23/024G06F18/2135G06F30/20H03M7/6041H03M7/6088H03M13/6588
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Quick Facts
Patent No.
US 12,155,741
App. No.
17/290,937
Granted
Nov 26, 2024
Kind
B2
Abstract

A smart sensing architecture ( 100 ) includes smart meters ( 102 ) and processing units ( 104 ). The smart meters ( 102 ) generate and transmit multidimensional data streams to the processing units ( 104 ). A processing unit ( 104 ) determines an optimum batch size for a multidimensional data stream and generates a multidimensional batch of data. The processing unit ( 104 ) reduces dimensionality of the multidimensional batch of data using principal component analysis to generate a low-dimensional batch of data and performs compressive sampling on the low-dimensional batch of data to generate a compressed batch of data, thereby saving bandwidth of transmission.

Claims (26)

1. A method of compressing multivariate data, the method comprising:

receiving a plurality of multidimensional data streams generated by a plurality of smart meters, wherein the plurality of smart meters comprises a processor, a memory, and a communication unit;

determining an optimum batch size for the multidimensional data streams;

generating a multidimensional batch of data based on aforesaid batch size;

reducing dimensionality of the multidimensional batch of data using principal component analysis to generate a low-dimensional batch of data; and

performing temporal compression on the low-dimensional batch of data to generate a compressed batch of data,

wherein the optimum batch size is determined such that a normalized root mean square error of output data reconstructed based on the compressed batch of data is less than a predefined error limit.

2. The method as claimed in claim 1 , further comprising:

identifying the principal components in the multidimensional batch of data;

determining a first set of principal components comprising more variance than a predefined threshold variance; and

generating the low-dimensional batch of data including the first set of principal components.

3. The method as claimed in claim 1 , wherein the optimum batch size is determined based on a sparsity of the multidimensional data streams.

4. A smart sensing architecture, comprising:

a plurality of smart meters for generating and transmitting a plurality of multidimensional data streams; and

a processing unit connected to the plurality of smart sensing devices, said processing unit configured to:

receive the plurality of multidimensional data streams generated by the plurality of smart meters, wherein the plurality of smart meters comprises a processor, a memory, and a communication unit;

determine an optimum batch size for the multidimensional data streams,

generate a multidimensional batch of data based on aforesaid batch size,

reduce dimensionality of the multidimensional batch of data using principal component analysis to generate a low-dimensional batch of data, and

perform temporal compression on the low dimensional batch of data to generate a compressed batch of data,

wherein the optimum batch size is determined such that a normalized root mean square error of output data reconstructed based on the compressed batch of data is less than a predefined error limit.

5. The smart sensing architecture as claimed in claim 4 , wherein the processing unit is further configured to:

identify a number of principal components in the multidimensional batch of data,

determine a first set of principal components comprising more variance than a predefined threshold variance, and

generate the low-dimensional batch of data including the first set of principal components.

6. The smart sensing architecture as claimed in claim 4 , wherein the optimum batch size is determined based on a sparsity of the multidimensional data streams.

Assignments (1)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Apr 18, 2022
From: DE, SWADES; CHOWDHURY, MAYUKH ROY; TRIPATHI, SHARDI
To: INDIAN INSTITUTE OF TECHNOLOGY DELHI
Reel/Frame 059723/0754 →
Priority Claims (1)
IN 201811041561 · Nov 2, 2018 · national
Continuity (1)
Related Publication 20210376853A1 · Dec 2, 2021