QTL (Quantitative Trait Loci)

• CARBONNEL, E. A., GERIG, T. M., BALANSARD, E., AND ASINS, M. J.
  Interval mapping in the analysis of nonadditive quantitative trait loci.
  Biometrics 48 (1992), 305-315.

• CHURCHILL, G. A., AND DOERGE, R. W.
  Empirical threshold values for quantitative trait mapping.
  Genetics 138 (1994), 963-971.

• CIERCO, C., AND MANGIN, B.
  Construction of confidence intervals for quantitative trait loci in F$_2$ population.
  Biometrics 52 (1996), 1268-1282.

• DARVASI, A., AND SOLLER, M.
  Selective genotyping for detemination of linkage between a marker locus and a quantitative trait locus.
  Theor. Appl. Genet. 85 (1992), 353-359.

• DARVASI, A., WEINREB, A., MINKE, V., WELLER, J. I., AND SOLLER, M.
  Detecting marker-QTL linkage and estimating QTL gene effect and map location using saturated genetic map.
  Genetics 134 (1993), 943-951.

• DARVASI, A., AND WELLER, J. I.
  On the use of moments method of estimation to obtain approximate maximum likelihood estimates of linkage between a genetic marker and a quantitative locus.
  Heredity 68 (1992), 43-46.

• DOERGE, R. W., AND CHURCHILL, G. A.
  Permutation tests for multiple loci affecting a quantitative character.
  Genetics 142 (1996), 285-294.

• DOERGE, R. W., AND REBAÏ, A.
  Significance threshold for QTL interval mapping tests.
  Heredity 76 (1996), 459-464.

• FEINGOLD, E., BROWN, P. O., AND SIEGMUND, D.
  Gaussian models for genetics linkage analysis using complete high-resolution maps of identity by descent.
  Am. J. Hum. Genet. 53 (1993), 53-251.

• HALEY, C. S., AND KNOTT, S. A.
  A simple regression method for mapping quantitative trait loci in lines crosses using flanking markers.
  Heredity 69 (1992), 315-324.

• HALEY, C. S., KNOTT, S. A., AND ELSEN, J.-M.
  Mapping quantitative trait loci in crosses between outbred lines using least squares.
  Genetics 136 (1994), 1195-1207.

• JANSEN, R. C.
  A general mixture model for mapping quantitative trait loci by using molecular markers.
  Theor. Appl. Genet. 85 (1992), 252-260.

• JANSEN, R. C.
  Interval mapping of multiple quantitative trait loci.
  Genetics 135 (1993), 205-211.

• JANSEN, R. C.
  Controlling the type I and type II errors in mapping quantitative trait loci.
  Genetics 138 (1994), 871-881.

• JANSEN, R. C., AND STAM, P.
  High resolution of quantitative traits into multiple loci via interval mapping.
  Genetics 136 (1994), 1447-1455.

• JIANG, C., AND ZENG, Z. B.
  Multiple trait analysis of genetics mapping for quantitative trait loci.
  Genetics 140 (1995), 1111-1127-.

• KNAPP, S., BRIDGES, W. C., AND BIRKES, D.
  Mapping quantitative trait loci using molecular marker linkage maps.
  Theor. Appl. Genet. 79 (1990), 583-592.

• KNOTT, S. A., ELSEN, J.-M., AND HALEY, C. S.
  Methods for multiple-marker mapping of quantitative trait loci in half-sib populations.
  Theor. Appli. Genet. 93 (1996), 71-80.

• KOROL, A. B., RONIN, Y. I., AND KIRZHNER, V. M.
  Interval mapping of quantitative trait loci employing correlated trait complexes.
  Genetics 140 (1995), 1137-1147.

• KOROL, A. B., RONIN, Y. I., AND KIRZHNER, V. M.
  Linkage between quantitative trait loci and marker loci: resolution power of three statistical approaches in single marker analysis.
  Biometrics 52 (1996), 426-441.

• LANDER, E. S., AND BOTSTEIN, D.
  Mapping Mendelian factors underlying quantitative trait loci using RFLP linkage maps.
  Genetics 121 (1989), 185-199.

• MANGIN, B., AND GOFFINET, B.
  Comparison of several confidence intervals for QTL location.
  Heredity 78 (1997), 345-353.

• MANGIN, B., GOFFINET, B., AND REBAÏ, A.
  Constructing confidence interval for QTL location.
  Genetics 138 (1994), 1301-1308.

• MARTINEZ, O., AND CURNOW, R. N.
  Estimating the locations and the sizes of the effects of quantitative trait loci using flanking markers.
  Theor. Appli. Genet. 85 (1992), 480-488.

• REBAÏ, A.
  Comparison of method for regression interval mapping in QTL analysis with non-normal trait.
  Genet. Res. Camb. 69 (1997), 69-74.

• REBAÏ, A., AND GOFFINET, B.
  Power of tests for QTL detection using replicated progenies derived from a diallel cross.
  Theor. Appli. Genet. 86 (1993), 1014-1022.

• REBAÏ, A., AND GOFFINET, B.
  Correction: power of tests for QTL detection using replicated progenies derived from a diallel cross.
  Theor. Appli. Genet. 86 (1996), 128-129.

• REBAÏ, A., GOFFINET, B., AND MANGIN, B.
  Approximate threshold of interval mapping tests for QTL detection.
  Genetics 138 (1994), 235-240.

• REBAÏ, A., GOFFINET, B., AND MANGIN, B.
  Comparing power of different methods for QTL detection.
  Biometrics 51 (1995), 87-99.

• RODOLPHE, F., AND LEFORT-BUSON, M.
  A multi-marker model for detecting chromosomal segments displaying QTL activity.
  Genetics 134 (1993), 1277-1288.

• RONIN, Y. I., KIZHNER, V. M., AND KOROL, A. B.
  Linkage between loci of quantitative traits and marker loci: multi-trait analysis with single marker.
  Theor. Appli. Genet. 90 (1995), 776-786.

• SOLLER, M., AND GENIZI, A.
  The efficiency of experimental designs for the detection of linkage between a marker locus and a locus affecting a quantitative trait loci in segregating populations.
  Biometrics 34 (1978), 47-55.

• VAN OOIJEN, J. W.
  Accuracy of mapping quantitative trait loci in autogamous species.
  Theor. Appli. Genet. 84 (1992), 803-811.

• VISSCHER, P. M., THOMPSON, R., AND HALEY, C. S.
  Confidence interval by bootstrapping.
  Genetics 143 (1996), 1013-1020.

• WELLER, J. I.
  Maximum likelihood techniques for the mapping and analysis of quantitative trait loci with the aid of genetic markers.
  Biometrics 42 (1986), 627-640.

• WELLER, J. I., KASHI, Y., AND SOLLER, M.
  Power of daughter and granddaughter designs for determining linkage marker and quantitative trait loci in dairy cattle.
  J. Dairy Sci. 73 (1990), 2525-2537.

• WELLER, J. I., WIGGANS, G. R., AND VANRADEN, P. M.
  Application of a canonical transformation to detection of quantitative trait loci with the aid of genetic markers in a multi-trait experiment.
  Theor. Appli. Genet. 92 (1996), 998-1002.

• WELLER, J. I., AND WYLER, A.
  Power of different sampling strategies to detect quantitative trait loci variance effect.
  Theor. Appli. Genet. 83 (1992), 582-588.

• WHITTAKER, J. C., THOMPSON, R., AND VISSCHER, P. M.
  On the mapping of QTL by regression of phenotype on marker-type.
  Heredity 77 (1996), 23-32.

• XU, S.
  A comment on the simple regression method for interval mapping.
  Genetics 141 (1995), 1657-1659.

• ZENG, Z.-B.
  Theoretical basis for separation of multiple linked gene effects in mapping trait loci.
  10972-10976.

• ZENG, Z.-B.
  Precision mapping of quantitative trait loci.
  Genetics 136 (1994), 1457-1468.