 Active correlation) Non-linear feed-forward logic (see NLFFL) Multitone jamming: Non-linear pseudonoise generators, assumptions related to, 480 historical notes, 105 band multitone structure, 481-482 Non-uniform channel, 622-630 fraction of FH slots jammed, 481 Noodle slicer, 76 independent multitone structure, 481-482 Normalized energy detector outputs for M-ary band jammed probability, 481 tone jamming, 484 normalized energy detector outputs, 484 Norris, A., 71, 107 random jamming tone phase, 483-484 North, D. O., 43 signal-to-jamming tone power ratio, 483 NRZ data, 912, 914, 946-947 (See also Band multitone jamming of Nyquist, H., 45, 87 FH/MFSK signals; Independent Nyquist rate, 993, 1011 multitone jamming) Murphy, L., 110 O'Connell, J. D., 51, 90 MUTNS (Multiple User Tactical Navigation Odenwalder, J. P., 201, 213, 550-551, 553, System), 14 556, 567-568, 573, 576, 580-585, 591-593 MX-118, 110-111 Odenwalder codes (binary convolutional MX-773, 67 codes), 550-551, 553, 556, 561, 567-568, 573, 576, 580-585, 591-593 Nakagawa, M., 952 Omni-directional antenna, 1099, 1101 Narrowband radio conversion, 1163 OmniTRACS, 1169 Narrowband representation of band-pass On-tune jamming, 717,1 noise, 671, 734 One-delta delay-locked loop, 904, 912, 927, Narrowbeam antennas, 1181-1182 943, 947 Near-far problem, 1110 Operating characteristic of FH/MFSK Nettleton, R. W., 1140, 1158 acquisition system, 975, 978 Newman, R., 76 Operating characteristic of sequential test, Newton's method, 930 Neyman-Pearson hypothesis, 755 Optimal receivers, 1194-1195 Nicholson, M., 59, 71-76, 94, 107, 124 Optimum code rate, 593-600 Niederreiter, H., 395 Optimum diversity: NLFFL (non-linear feed-forward logic), with coded FH/MFSK signals, 570-593 307-315 in worst case independent multitone sequence sets design, 338-351 jamming, 539-540 Noise modulation, historical test, 69, 72, 79 in worst case n = 1 band multitone Noise Modulation and Correlation jamming, 513-515, 519, 525-529, (NOMAC), 66, 87-90, 101, 121 570-593, 596-600 Index Optimum diversity 