18620140. SIGNAL TRANSMISSION METHOD AND APPARATUS simplified abstract (HUAWEI TECHNOLOGIES CO., LTD.)
SIGNAL TRANSMISSION METHOD AND APPARATUS
Organization Name
Inventor(s)
Jingjing Huang of Shenzhen (CN)
Junping Zhang of Shenzhen (CN)
SIGNAL TRANSMISSION METHOD AND APPARATUS - A simplified explanation of the abstract
This abstract first appeared for US patent application 18620140 titled 'SIGNAL TRANSMISSION METHOD AND APPARATUS
The method described in the abstract involves obtaining two sets of signals, one with M signal points and the other with N signal points, where the signal values are at specific locations within each set. The signals are then processed using various Fourier transform techniques to determine two additional sets of signals.
- The method involves obtaining two sets of signals with specific signal values at different locations within each set.
- The signals are processed using inverse fast Fourier transform (IFFT), inverse Fourier transform (IFT), fast Fourier transform (FFT), or Fourier transform (FT) techniques.
- The processed signals result in two additional sets of signals.
Potential Applications: This technology can be applied in signal processing, telecommunications, audio processing, and image processing.
Problems Solved: This technology addresses the need for efficient signal processing techniques and can improve the accuracy and speed of data analysis.
Benefits: The benefits of this technology include improved signal processing efficiency, enhanced data analysis capabilities, and potential advancements in communication systems.
Commercial Applications: This technology can be utilized in industries such as telecommunications, audio technology, data analysis, and image processing for improved efficiency and accuracy.
Questions about the Technology: 1. How does this technology improve signal processing efficiency? 2. What are the potential applications of this technology in telecommunications and data analysis?
Frequently Updated Research: Stay updated on the latest advancements in Fourier transform techniques and signal processing algorithms to enhance the application of this technology.
Original Abstract Submitted
The method includes: obtaining 2first signals and 2−1 second signals, where the first signal and the second signal each include M signal points, a signal value, at an even location, of the signal point of the first signal is 0, a signal value, at an odd location or an even location, of the signal point of the second signal is 0, N is a positive integer, and M is a positive even number; performing inverse fast Fourier transform IFFT, inverse Fourier transform IFT, fast Fourier transform FFT, or Fourier transform FT on the 2first signals and the 2−1 second signals to determine 2third signals and 2−1 fourth signals.