SIGNAL TRANSMISSION METHOD AND APPARATUS

Organization Name

huawei technologies co., ltd.

Inventor(s)

Xu Li of Shenzhen (CN)

Jingjing Huang of Shenzhen (CN)

Yibo Lv of Dongguan (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 20240267273 titled 'SIGNAL TRANSMISSION METHOD AND APPARATUS

The method described in the abstract involves obtaining two sets of signals, one with even signal points and the other with odd and even signal points, each set containing m signal points where m is a positive even number. The signals have specific values at certain locations within the signal points.

The method includes performing various types of Fourier transforms on the signals to determine two additional sets of signals.
The signals are processed using inverse fast Fourier transform (IFFT), inverse Fourier transform (IFT), fast Fourier transform (FFT), or Fourier transform (FT) techniques.
The resulting signals provide valuable information about the original signal points and their values at different locations.

Potential Applications: - Signal processing applications - Communication systems - Image and audio processing

Problems Solved: - Efficient signal analysis and processing - Improved data extraction from signals - Enhanced signal representation

Benefits: - Faster signal processing - Accurate signal reconstruction - Enhanced data analysis capabilities

Commercial Applications: Title: Advanced Signal Processing Technology for Improved Data Analysis This technology can be utilized in various industries such as telecommunications, medical imaging, and scientific research for enhanced signal processing and data analysis capabilities.

Questions about the technology: 1. How does this method improve signal processing efficiency?

  This method utilizes advanced Fourier transform techniques to analyze and process signals more effectively, leading to faster and more accurate results.

2. What are the potential real-world applications of this technology?

  This technology can be applied in various fields such as telecommunications, image processing, and scientific research for improved data analysis and signal processing.

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.