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Principles of Plant Genetics and Breeding

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426 CHAPTER 23<br />

Russell Freed<br />

Data management is crucial for a successful plant breeding program. <strong>Plant</strong> breeders must design <strong>and</strong> analyze experiments, print<br />

labels <strong>and</strong> field books, <strong>and</strong> manage pedigree <strong>and</strong> other information about different plant populations. As computers came into<br />

use in the early 1980s, there was a need for a st<strong>and</strong>ard management <strong>and</strong> statistical package for plant breeders. Russell Freed at<br />

Michigan State University along with Oivend Nissen from Norway developed a basic program that incorporated the principles <strong>of</strong><br />

good plot design <strong>and</strong> appropriate statistical analysis. As advances in data management <strong>and</strong> computer technology occurred,<br />

MSTAT became what it is today: a tool to help plant breeders develop successful programs through better data management <strong>and</strong><br />

analysis. Over the years, MSTAT has been used by thous<strong>and</strong>s <strong>of</strong> researchers to facilitate the development <strong>and</strong> identification <strong>of</strong><br />

new plant cultivars in over 110 different countries (http://www.msu.edu/~freed/mstatc.htm).<br />

MSTAT helps plant breeders design, manage, <strong>and</strong> analyze simple <strong>and</strong> complex experiments. MSTAT is capable <strong>of</strong> generating<br />

r<strong>and</strong>om block designs with one to five factors (0–4 splits), <strong>and</strong> square or rectangular lattices; <strong>and</strong> also prints field books <strong>and</strong><br />

labels. It enables plant breeders to quickly <strong>and</strong> accurately determine the biological <strong>and</strong> economic significance <strong>of</strong> their experiments.<br />

It can analyze one-way, two-way, factorial, lattice, hierarchical, <strong>and</strong> non-orthogonal data sets. Figure 1 is a sample output<br />

from the ANOVA-2 program. MSTAT can also calculate correlations, regression, multiple regression, frequency tables, <strong>and</strong> basic<br />

statistics. MSTAT can analyze data over multiple years <strong>and</strong> locations with the STABIL program option. This is very important for<br />

breeders to identify the yield stability <strong>of</strong> promising lines. The ease <strong>and</strong> speed <strong>of</strong> data analysis provides timely results <strong>and</strong> thereby<br />

facilitates the generation <strong>of</strong> new plant cultivars.<br />

The BRSERIES program keeps pedigree information for population development <strong>and</strong> will automatically update generation<br />

information. To prepare next year’s planting book, the BRSERIES will ask how many rows need to be planted from the current<br />

year’s book <strong>and</strong> then automatically updates the generation information <strong>and</strong> creates a book with the new row numbers. It can print<br />

field books, maps, <strong>and</strong> labels. MSTAT can also be used to help select parents for the crossing program. Figure 2 is a sample printout<br />

from the BRSERIES.<br />

Title: BEAN EXPERIMENT<br />

Function: ANOVA-2<br />

Data case 1 to 120<br />

Two-way Analysis <strong>of</strong> Variance over<br />

variable 2 (REPLICATION) variable 1 (ENTRY) Variable 4: YIELD<br />

A N A L Y S I S O F V A R I A N C E T A B L E<br />

Degrees <strong>of</strong> Sum <strong>of</strong><br />

Source Freedom Squares Mean Square F-value Prob<br />

REPLICATION 3 5.09 1.697 2.20 0.0939<br />

ENTRY 29 75.34 2.598 3.37 0.0000<br />

Error 87 67.16 0.772<br />

Non-additivity 1 0.36 0.358 0.46<br />

Residual 86 66.80 0.777<br />

Total 119 147.59<br />

Industry highlights<br />

MSTAT: a s<strong>of</strong>tware program for plant breeders<br />

Department <strong>of</strong> Crop <strong>and</strong> Soil Science, Michigan State University, East Lansing, MI 48824, USA<br />

Gr<strong>and</strong> Mean = 3.558 Gr<strong>and</strong> Sum = 427.000 Total Count = 120<br />

Coefficient <strong>of</strong> Variation = 24.69%<br />

The means <strong>of</strong> the 4 replications <strong>and</strong> the 30 varieties are also listed.<br />

Figure 1 MSTAT output from analysis <strong>of</strong> variance for 30 cultivars <strong>and</strong> four replications using the ANOVA-2<br />

program.

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