Knowledge (XXG)

Truncated regression model

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Estimation of truncated regression models is usually done via parametric maximum likelihood method. More recently, various semi-parametric and non-parametric generalisation were proposed in the literature, e.g., based on the local least squares approach or the local maximum likelihood approach, which
35:. That means observations with values in the dependent variable below or above certain thresholds are systematically excluded from the sample. Therefore, whole observations are missing, so that neither the dependent nor the independent variable is known. This is in contrast to 493: 169:
Heckman, James J. (1976). "The Common Structure of Statistical Models of Truncation, Sample Selection, and Limited Dependent Variables and a Simple Estimator for Such Models".
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where only the value of the dependent variable is clustered at a lower threshold, an upper threshold, or both, while the value for
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noted the similarity between truncated and otherwise non-randomly selected samples, and developed the
24: 20: 50:, and consequently the development of suitable estimation techniques has long been of interest in 293: 249: 207: 151: 59: 47: 395: 391: 365: 357: 339: 320: 112: 429: 383: 285: 241: 199: 143: 106: 132:
Amemiya, T. (1973). "Regression Analysis When the Dependent Variable is Truncated Normal".
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Breen, Richard (1996). "Sample-Selection Models and the Truncated Regression Model".
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Unifying Political Methodology : the Likehood Theory of Statistical Inference
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Sample truncation is a pervasive issue in quantitative social sciences when using
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Heckman, James J. (1979). "Sample Selection Bias as a Specification Error".
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Regression Models : Censored, Samples Selected, or Truncated Data
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Regression Models : Censored, Samples Selected, or Truncated Data
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Limited-Dependent and Qualitative Variables in Econometrics
433: 382:(1983). "Censored and Truncated Regression Models". 494:Mathematical and quantitative methods (economics) 390:. New York: Cambridge University Press. pp.  227:"Nonparametric Censored and Truncated Regression" 364:. Cambridge University Press. pp. 208–230. 336:Semiparametric Estimation of Selectivity Models 453: 267:Park, B. U.; Simar, L.; Zelenyuk, V. (2008). 8: 460: 446: 171:Annals of Economic and Social Measurement 319:. Thousand Oaks: Sage. pp. 33–47. 97: 54:and related disciplines. In the 1970s, 484:Single-equation methods (econometrics) 111:. Thousand Oaks: Sage. pp. 2–4. 7: 414: 412: 432:. You can help Knowledge (XXG) by 14: 358:"Models with Nonrandom Selection" 416: 225:Lewbel, A.; Linton, O. (2002). 1: 290:10.1016/j.jeconom.2008.08.007 17:Truncated regression models 515: 411: 338:. New York: Nova Science. 66:are kernel based methods. 37:censored regression models 31:for certain ranges of the 76:Censored regression model 334:FrΓΆlich, Markus (2002). 277:Journal of Econometrics 246:10.1111/1468-0262.00304 105:Breen, Richard (1996). 428:-related article is a 86:Truncated distribution 41:independent variables 499:Econometrics stubs 60:Heckman correction 48:observational data 33:dependent variable 489:Regression models 479:Actuarial science 441: 440: 506: 462: 455: 448: 420: 413: 405: 389: 375: 349: 330: 302: 301: 273: 264: 258: 257: 231: 222: 216: 215: 185: 179: 178: 166: 160: 159: 129: 123: 122: 102: 514: 513: 509: 508: 507: 505: 504: 503: 469: 468: 467: 466: 409: 402: 378: 372: 352: 346: 333: 327: 314: 311: 309:Further reading 306: 305: 271: 266: 265: 261: 229: 224: 223: 219: 204:10.2307/1912352 187: 186: 182: 168: 167: 163: 148:10.2307/1914031 142:(6): 997–1016. 131: 130: 126: 119: 104: 103: 99: 94: 72: 19:are a class of 12: 11: 5: 512: 510: 502: 501: 496: 491: 486: 481: 471: 470: 465: 464: 457: 450: 442: 439: 438: 421: 407: 406: 400: 380:Maddala, G. S. 376: 370: 350: 344: 331: 325: 310: 307: 304: 303: 284:(1): 185–198. 259: 240:(2): 765–779. 217: 198:(1): 153–161. 180: 161: 124: 117: 96: 95: 93: 90: 89: 88: 83: 78: 71: 68: 43:is available. 13: 10: 9: 6: 4: 3: 2: 511: 500: 497: 495: 492: 490: 487: 485: 482: 480: 477: 476: 474: 463: 458: 456: 451: 449: 444: 443: 437: 435: 431: 427: 422: 419: 415: 410: 403: 401:0-521-24143-X 397: 393: 388: 387: 381: 377: 373: 371:0-521-36697-6 367: 363: 359: 355: 351: 347: 345:1-59033-277-6 341: 337: 332: 328: 326:0-8039-5710-6 322: 318: 313: 312: 308: 299: 295: 291: 287: 283: 279: 278: 270: 263: 260: 255: 251: 247: 243: 239: 235: 228: 221: 218: 213: 209: 205: 201: 197: 193: 192: 184: 181: 176: 172: 165: 162: 157: 153: 149: 145: 141: 137: 136: 128: 125: 120: 118:0-8039-5710-6 114: 110: 109: 101: 98: 91: 87: 84: 82: 81:Sampling bias 79: 77: 74: 73: 69: 67: 63: 61: 57: 56:James Heckman 53: 49: 44: 42: 38: 34: 30: 26: 23:in which the 22: 18: 434:expanding it 426:Econometrics 423: 408: 385: 361: 335: 316: 281: 275: 262: 237: 234:Econometrica 233: 220: 195: 191:Econometrica 189: 183: 174: 170: 164: 139: 135:Econometrica 133: 127: 107: 100: 64: 52:econometrics 45: 16: 15: 473:Categories 354:King, Gary 177:: 475–492. 92:References 254:120113700 29:truncated 27:has been 356:(1989). 298:55496460 70:See also 212:1912352 156:1914031 398:  394:–196. 368:  342:  323:  296:  252:  210:  154:  115:  25:sample 21:models 424:This 294:S2CID 272:(PDF) 250:S2CID 230:(PDF) 208:JSTOR 152:JSTOR 430:stub 396:ISBN 366:ISBN 340:ISBN 321:ISBN 113:ISBN 392:149 286:doi 282:146 242:doi 200:doi 144:doi 475:: 360:. 292:. 280:. 274:. 248:. 238:70 236:. 232:. 206:. 196:47 194:. 175:15 173:. 150:. 140:41 138:. 62:. 461:e 454:t 447:v 436:. 404:. 374:. 348:. 329:. 300:. 288:: 256:. 244:: 214:. 202:: 158:. 146:: 121:.

Index

models
sample
truncated
dependent variable
censored regression models
independent variables
observational data
econometrics
James Heckman
Heckman correction
Censored regression model
Sampling bias
Truncated distribution
Regression Models : Censored, Samples Selected, or Truncated Data
ISBN
0-8039-5710-6
Econometrica
doi
10.2307/1914031
JSTOR
1914031
Econometrica
doi
10.2307/1912352
JSTOR
1912352
"Nonparametric Censored and Truncated Regression"
doi
10.1111/1468-0262.00304
S2CID

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