Knowledge

Hidden semi-Markov model

Source đź“ť

510: 25: 90:. This means that the probability of there being a change in the hidden state depends on the amount of time that has elapsed since entry into the current state. This is in contrast to hidden Markov models where there is a constant probability of changing state given survival in the state up to that time. 108:
to model the probabilities of transitions between different states of encoded speech representations. They are often used along with other tools such
399: 43: 441:
Liu, X. L.; Liang, Y.; Lou, Y. H.; Li, H.; Shan, B. S. (2010), "Noise-Robust Voice Activity Detector Based on Hidden Semi-Markov Models",
325:
Shun-Zheng Yu, "Hidden Semi-Markov Models: Theory, Algorithms and Applications", 1st Edition, 208 pages, Publisher: Elsevier, Nov. 2015
551: 226: 442: 122:
Statistical inference for hidden semi-Markov models is more difficult than in hidden Markov models, since algorithms like the
275: 97:
modelled daily rainfall using a hidden semi-Markov model. If the underlying process (e.g. weather system) does not have a
330: 61: 112:, connecting with other components of a full parametric speech synthesis system to generate the output waveforms. 570: 544: 463:
Bulla, J.; Bulla, I.; Nenadiç, O. (2010), "hsmm – an R Package for Analyzing Hidden Semi-Markov Models",
575: 109: 190:
Sansom, J.; Thomson, P. J. (2001), "Fitting hidden semi-Markov models to breakpoint rainfall data",
537: 123: 525: 39: 135: 98: 391: 491: 8: 83: 79: 416: 378: 360: 345: 207: 172: 326: 271: 211: 509: 495: 420: 382: 241: 472: 451: 429: 408: 370: 307: 263: 227:"Temporal modeling in neural network based statistical parametric speech synthesis" 199: 176: 164: 105: 104:
Hidden semi-Markov models can be used in implementations of statistical parametric
296:"Statistical Inference for Probabilistic Functions of Finite State Markov Chains" 291: 168: 116: 267: 521: 476: 87: 312: 295: 564: 225:
Tokuda, Keiichi; Hashimoto, Kei; Oura, Keiichiro; Nankaku, Yoshihiko (2016),
203: 126:
are not directly applicable, and must be adapted requiring more resources.
412: 258:
Barbu, V.; Limnios, N. (2008). "Hidden Semi-Markov Model and Estimation".
517: 374: 260:
Semi-Markov Chains and Hidden Semi-Markov Models toward Applications
365: 392:"Estimating hidden semi-Markov chains from discrete sequences" 78:(HSMM) is a statistical model with the same structure as a 224: 262:. Lecture Notes in Statistics. Vol. 191. p. 1. 155:
Yu, Shun-Zheng (2010), "Hidden Semi-Markov Models",
34:
may be too technical for most readers to understand
462: 400:Journal of Computational and Graphical Statistics 562: 545: 440: 189: 94: 465:Computational Statistics & Data Analysis 257: 346:"Explicit-duration Markov switching models" 101:duration, an HSMM may be more appropriate. 552: 538: 353:Foundations and Trends in Machine Learning 290: 364: 311: 62:Learn how and when to remove this message 46:, without removing the technical details. 82:except that the unobservable process is 343: 563: 427: 389: 300:The Annals of Mathematical Statistics 44:make it understandable to non-experts 504: 18: 13: 337: 234:9th ISCA Speech Synthesis Workshop 154: 14: 587: 484: 431:Hidden semi-Markov Models (HSMMs) 115:The model was first published by 508: 450:, pp. 81–84, archived from 23: 284: 251: 218: 183: 148: 1: 141: 524:. You can help Knowledge by 169:10.1016/j.artint.2009.11.011 7: 268:10.1007/978-0-387-73173-5_6 129: 95:Sansom & Thomson (2001) 10: 592: 503: 492:HSMM – Online bibliography 477:10.1016/j.csda.2008.08.025 110:artificial neural networks 428:Murphy, Kevin P. (2002), 99:geometrically distributed 344:Chiappa, Silvia (2014), 119:and Ted Petrie in 1966. 76:hidden semi-Markov model 313:10.1214/aoms/1177699147 157:Artificial Intelligence 520:-related article is a 204:10.1239/jap/1085496598 136:Markov renewal process 413:10.1198/1061860032030 294:; Petrie, T. (1966). 571:Hidden Markov models 124:Baum–Welch algorithm 390:GuĂ©don, Y. (2003), 240:: 1, archived from 80:hidden Markov model 496:Matlab source code 375:10.1561/2200000054 533: 532: 277:978-0-387-73171-1 72: 71: 64: 16:Statistical Model 583: 576:Statistics stubs 554: 547: 540: 512: 505: 479: 458: 456: 449: 437: 436: 423: 396: 385: 368: 350: 318: 317: 315: 288: 282: 281: 255: 249: 248: 246: 231: 222: 216: 214: 192:J. Appl. Probab. 187: 181: 179: 152: 106:speech synthesis 67: 60: 56: 53: 47: 27: 26: 19: 591: 590: 586: 585: 584: 582: 581: 580: 561: 560: 559: 558: 501: 490:Shun-Zheng Yu, 487: 454: 447: 434: 394: 348: 340: 338:Further reading 322: 321: 289: 285: 278: 256: 252: 244: 229: 223: 219: 188: 184: 153: 149: 144: 132: 117:Leonard E. Baum 68: 57: 51: 48: 40:help improve it 37: 28: 24: 17: 12: 11: 5: 589: 579: 578: 573: 557: 556: 549: 542: 534: 531: 530: 513: 499: 498: 486: 485:External links 483: 482: 481: 471:(3): 611–619, 460: 438: 425: 407:(3): 604–639, 387: 359:(6): 803–886, 339: 336: 335: 334: 331:978-0128027677 320: 319: 283: 276: 250: 217: 182: 163:(2): 215–243, 146: 145: 143: 140: 139: 138: 131: 128: 70: 69: 31: 29: 22: 15: 9: 6: 4: 3: 2: 588: 577: 574: 572: 569: 568: 566: 555: 550: 548: 543: 541: 536: 535: 529: 527: 523: 519: 514: 511: 507: 506: 502: 497: 493: 489: 488: 478: 474: 470: 466: 461: 457:on 2011-06-17 453: 446: 445: 444:Proc. ICPR'10 439: 433: 432: 426: 422: 418: 414: 410: 406: 402: 401: 393: 388: 384: 380: 376: 372: 367: 362: 358: 354: 347: 342: 341: 332: 328: 324: 323: 314: 309: 305: 301: 297: 293: 287: 279: 273: 269: 265: 261: 254: 247:on 2021-03-13 243: 239: 235: 228: 221: 213: 209: 205: 201: 197: 193: 186: 178: 174: 170: 166: 162: 158: 151: 147: 137: 134: 133: 127: 125: 120: 118: 113: 111: 107: 102: 100: 96: 93:For instance 91: 89: 85: 81: 77: 66: 63: 55: 45: 41: 35: 32:This article 30: 21: 20: 526:expanding it 515: 500: 468: 464: 452:the original 443: 430: 404: 398: 356: 352: 303: 299: 286: 259: 253: 242:the original 237: 233: 220: 195: 191: 185: 160: 156: 150: 121: 114: 103: 92: 86:rather than 75: 73: 58: 49: 33: 306:(6): 1554. 292:Baum, L. E. 198:: 142–157, 84:semi-Markov 565:Categories 518:statistics 366:1909.05800 142:References 52:March 2019 212:123113970 421:34116959 383:51858970 130:See also 177:1899849 38:Please 419:  381:  329:  274:  210:  175:  88:Markov 516:This 455:(PDF) 448:(PDF) 435:(PDF) 417:S2CID 395:(PDF) 379:S2CID 361:arXiv 349:(PDF) 245:(PDF) 230:(PDF) 208:S2CID 173:S2CID 522:stub 494:and 327:ISBN 272:ISBN 473:doi 409:doi 371:doi 308:doi 264:doi 200:doi 196:38A 165:doi 161:174 42:to 567:: 469:54 467:, 415:, 405:12 403:, 397:, 377:, 369:, 355:, 351:, 304:37 302:. 298:. 270:. 236:, 232:, 206:, 194:, 171:, 159:, 74:A 553:e 546:t 539:v 528:. 480:. 475:: 459:. 424:. 411:: 386:. 373:: 363:: 357:7 333:. 316:. 310:: 280:. 266:: 238:9 215:. 202:: 180:. 167:: 65:) 59:( 54:) 50:( 36:.

Index

help improve it
make it understandable to non-experts
Learn how and when to remove this message
hidden Markov model
semi-Markov
Markov
Sansom & Thomson (2001)
geometrically distributed
speech synthesis
artificial neural networks
Leonard E. Baum
Baum–Welch algorithm
Markov renewal process
doi
10.1016/j.artint.2009.11.011
S2CID
1899849
doi
10.1239/jap/1085496598
S2CID
123113970
"Temporal modeling in neural network based statistical parametric speech synthesis"
the original
doi
10.1007/978-0-387-73173-5_6
ISBN
978-0-387-73171-1
Baum, L. E.
"Statistical Inference for Probabilistic Functions of Finite State Markov Chains"
doi

Text is available under the Creative Commons Attribution-ShareAlike License. Additional terms may apply.

↑