Nonrelatively measurable functions are such that the empirical distribution function does not converge as the data-record length approaches infinity. Thus, none ...

Nonrelatively measurable functions are such that the empirical distribution function does not converge as the data-record length approaches infinity. Thus, none ...

Nonrelatively measurable functions are such that the empirical distribution function does not converge as the data-record length approaches infinity. Thus, none ...

Nonrelatively measurable functions are such that the empirical distribution function does not converge as the data-record length approaches infinity. Thus, none ...

Jacek Leskow, Antonio Napolitano : Nonrelatively measurable functions for secure communications signal design. Signal Process. 87(11): 2765-2780 (2007).

The proposed signal-design technique consists in adopting a non relatively measurable sequence as spreading sequence for a direct-sequence spread-spectrum ...

Apr 25, 2024 · Nonrelatively measurable functions for secure communications signal design. Signal Process. 87(11): 2765-2780 (2007). [c2]. view. electronic ...

Leskow, A. Napolitano, Non-relatively measurable functions for secure-communications signal design, Signal. Processing 87(11): 2765–2780, November 2007.

Napolitano, “Non-relatively measurable functions for secure-communications signal design,” Signal Processing, vol. 87, n. 11, pp. 2765-2780, November 2007 ...

Nonrelatively measurable functions for secure communications signal design. Signal Process. 87(11): 2765-2780 (2007). [j25]. view. electronic edition via DOI ...