# Série "signal plus bruit" générée avec le modèle # # X(t) = cos(t) + N(t) # # où N(t) ~ Normale(0, 0.25) et t = 0.1, 0.2, ..., 20.0 1.313713 1.606903 0.024068 1.253616 0.016990 -0.60852 0.055914 -0.17619 0.890955 0.506149 -0.29828 0.928549 -0.74653 0.826843 0.729047 0.617480 1.288167 -0.87065 -0.32580 -0.15477 -2.30426 -1.38267 -0.31630 -0.14924 -0.14115 -2.11038 -1.74218 -0.11656 0.617320 0.896663 -1.96986 -0.22061 0.263709 -0.62655 -2.30292 -0.87659 0.732939 -0.27476 -1.56454 0.716348 -0.91094 -0.73979 -1.34726 0.900343 0.347532 -0.33504 -0.84408 -0.87834 -0.65892 -0.03590 -0.22525 1.221233 0.396642 0.252031 -0.79086 0.632941 0.176526 -0.08586 1.203176 1.601735 1.471174 0.890658 0.318089 -0.54284 -1.70350 0.694977 0.581209 0.255949 0.444875 -1.52401 -1.22369 1.579785 1.430638 -1.12354 0.507190 1.266679 -0.30249 -2.11799 2.161308 -0.64971 0.656040 1.824132 1.012981 -0.18167 0.667354 1.036289 -0.63694 0.400601 -0.26624 -1.14865 -0.28133 -1.04487 0.097074 -0.20104 -1.00247 -0.45358 -2.14561 -2.36396 -1.09071 0.234067 -0.24485 -0.10394 0.798776 -0.11352 -0.52730 0.557788 -0.03209 0.780413 -0.85060 1.706892 -1.07074 -0.26379 1.439802 -0.95705 0.000547 0.662595 -1.29192 0.317573 1.664115 0.954180 0.775661 1.396079 -1.05767 0.368388 2.609669 0.083574 0.702958 0.635771 1.284480 -0.24208 1.890383 1.079300 0.713303 -0.74750 0.091361 -0.85879 0.167961 2.071657 1.130554 0.163430 0.585297 0.851185 -1.30159 -0.03994 -1.15548 -0.98993 0.870907 -0.81214 -0.24004 0.963996 -2.01943 -1.91875 -1.36198 -1.58242 -0.38946 -1.54456 -0.73273 -0.02530 -0.65159 -0.06227 -0.19171 -1.99363 0.410435 -1.71671 0.581560 -0.38941 -2.44954 0.025905 0.389097 -0.25806 0.138338 1.183930 -1.62180 -0.30216 -0.32720 0.643555 1.304706 0.680933 0.984866 -1.40211 1.255749 0.606834 2.884288 -0.39194 2.299882 -0.12279 2.285628 0.266665 1.240692 -0.21803 0.830752 0.185185 1.435040 1.937266 -1.68096 0.658784 -0.13246 0.279618 -1.11801 0.038985