The convergence behavior of linear parallel interference cancellation is investigated. Especially the so-called ping-pong effect, where the bit-error rate performance is found to oscillate between two different convergence patterns is studied in detail. This effect is shown to be a direct consequence of the extreme eigenvalues of the correlation matrix, allowing for an analytical approach. Intervals for the dominating eigenvalues within which ping-pong effects can occur are specified and illustrated by examples. It is shown that the decision statistic for traditional parallel cancellation will always exhibit oscillating behavior with either short or long codes. Relaxation factors, leading to weighted cancellation, are shown to be effective for alleviating oscillations and ping-pong effects at the expense of convergence rate. Asymptotic analysis for large systems is applied to uncover the convergence behavior for long code systems.
An effect is what happens after you do something. For example, if I spill a drink , the effect would be the drink spillling out the cup . Another example , if I broke a plate, the effect would be my parents punishing me.
If it hacking mini planet uh it does mine is muffed
what is the effect of the addition of a non volatile solute to the boiling point of water?
No.
It doesn't 'effect' people - it is a medical tool for showing the rhythm of the heart, so a cardiologist can diagnose any problems.
China is definitely the country that plays pingpong the most
You can find a pingpong dealer in your phone book, you can then either call them or go directly to their store where you may speak to them about information on what ever pingpong equipment you wish.
wiff waff
no he played pingpong
rubber and wood
pingpong
Ping pong link below.
For now it is Ma Long from China
they can play pingpong.
soccer and pingpong
pingpong and kungfu are sports in china
Vollyball,badmitten,pingpong, and table tennis.