FITTING SEGMENTED CURVES WHOSE JOIN POINTS HAVE TO BE ESTIMATED

[1] ANDERSON TW, INTRODUCTION MULTIVA

[2] BEALE EML, 1960, J ROY STAT SOC, VB 22, P41

[3] BLISCHKE WR, 7 TECHN REP

[4] LEAST-SQUARES ESTIMATES + PARABOLIC REGRESSION WITH RESTRICTED LOCATION FOR STATIONARY POINT [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1964, 59 (306) : 564 - &

[5] HUDSON DJ, THESIS U LONDON, P142

[6] HUDSON DJ, CERN6418

[7] A CONFIDENCE INTERVAL ON THE ABSCISSA OF THE POINT OF INTERSECTION OF 2 FITTED LINEAR REGRESSIONS [J]. BIOMETRICS, 1959, 15 (02) : 323 - 324

[8] MCLAREN AD, UNPUBLISHED MEMORAND

[9] PLACKETT RL, PRINCIPLES REGRESSIO

[10] TESTS OF THE HYPOTHESIS THAT A LINEAR-REGRESSION SYSTEM OBEYS 2 SEPARATE REGIMES [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1960, 55 (290) : 324 - 330

[1] ANDERSON TW, INTRODUCTION MULTIVA

[2] BEALE EML, 1960, J ROY STAT SOC, VB 22, P41

[3] BLISCHKE WR, 7 TECHN REP

[4] LEAST-SQUARES ESTIMATES + PARABOLIC REGRESSION WITH RESTRICTED LOCATION FOR STATIONARY POINT [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1964, 59 (306) : 564 - &

[5] HUDSON DJ, THESIS U LONDON, P142

[6] HUDSON DJ, CERN6418

[7] A CONFIDENCE INTERVAL ON THE ABSCISSA OF THE POINT OF INTERSECTION OF 2 FITTED LINEAR REGRESSIONS [J]. BIOMETRICS, 1959, 15 (02) : 323 - 324

[8] MCLAREN AD, UNPUBLISHED MEMORAND

[9] PLACKETT RL, PRINCIPLES REGRESSIO

[10] TESTS OF THE HYPOTHESIS THAT A LINEAR-REGRESSION SYSTEM OBEYS 2 SEPARATE REGIMES [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1960, 55 (290) : 324 - 330