Performing active quantum error correction to protect fragile quantum states highly depends on the correctness of error information-error syndromes.
Recent contributions to the theory of statistics make possible the calculation of the error of the average of a smsll sample--something that cannot be done accurately with customary error theory.
V E R Y measurement is subject to error. This universally accepted truth is the result of every-day experience.
Presents corrections to funding information in the paper, "On the Performance of Spatially Correlated Large Antenna Arrays for Millimeter-Wave Frequencies," (Neil, C., et al), IEEE Transactions on
We report tunneling measurements on quench-condensed films of tin in order to determine the correction to the 2D electronic density of states due to the effects of electron-electron interactions.
In [1], the Acknowledgment section was inadvertently left out of the paper. The Acknowledgment should read as follows:
In the above paper [1], (19) has been incorrectly published. The correct version should be
In the above paper,1 Table I was erroneously repeated in place of Table II. The correct Table II is shown here.
In the above article, the authors propose d -ary SICTA and derive the expected conditional length of the collision resolution interval, optimal splitting probability and the maximum stable throughp
Counterexamples demonstrate that certain theorems about global properties of recurrence relations with positive derivatives do not hold. The theorems appeared in [G. C.
