18215036. SEMICONDUCTOR SYSTEM simplified abstract (SAMSUNG ELECTRONICS CO., LTD.)
Contents
SEMICONDUCTOR SYSTEM
Organization Name
Inventor(s)
SEMICONDUCTOR SYSTEM - A simplified explanation of the abstract
This abstract first appeared for US patent application 18215036 titled 'SEMICONDUCTOR SYSTEM
Simplified Explanation
The semiconductor system described in the patent application involves a transmitter that sends data through multiple channels based on a matrix E, and a receiver that processes the data received through these channels using a matrix D.
- The transmitter outputs data through multiple channels based on a matrix E.
- The receiver generates the data by amplifying the input/output signals received through the channels using a matrix D.
- Both matrix E and matrix D consist of integer components.
- The product of matrix D and matrix E results in a diagonal matrix.
- The sum of components in each row of matrix D is 0.
- The sum of absolute values of components in each column of matrix D is less than or equal to a threshold value.
Potential Applications
- Signal processing systems
- Communication networks
- Data transmission technologies
Problems Solved
- Efficient data transmission through multiple channels
- Enhanced signal processing capabilities
- Improved data reception and amplification
Benefits
- Increased data transmission speed
- Enhanced signal quality
- Optimal use of resources
Original Abstract Submitted
A semiconductor system including a transmitter configured to output a plurality of data as a plurality of data input/output signals through a plurality of channels based on a matrix E, and a receiver configured to generate the plurality of data by differentially amplifying the plurality of data input/output signals received through the plurality of channels based on a matrix D, in which all components of the matrix E and the matrix D are integers, a product matrix of the matrix D and the matrix E is a diagonal matrix, a sum of the components of each row of the matrix D is 0, and a sum of absolute values of the components of each column of the matrix D is less than or equal to a threshold value.
