Population Mendelian

A Mendelian population is a model of an ideal population bred from plant seeds or generations of their offspring to ensure genetic diversity. To breed healthy organisms, it is essential to take into account Mendel's principle, which postulates that sexual reproduction and crossing depend on the distribution of hereditary traits among these individuals. This distribution can then be estimated by analyzing the offspring.

Breeding a Mendelian population requires the use of a special control system, including selection, mating and control of offspring. The distribution of genes in each individual is the most important factor influencing breeding results. Mendel described three types of inheritance: dominance, incomplete dominance and codominance. Due to these characteristics, the Mendelian population not only provides a large selection of genes, but can also serve as an ideal candidate for further reconstruction and mutation.

When we consider a Mendelian population, we must remember that it is only a mathematical model. In reality, this does not apply to an ideal population, excluding the possible dependence of physical, chemical, biological and other factors influencing the process of breeding individuals. It is also necessary to take into account the lifespan of the parent organism and the duration of storage of genes. But overall, a Mendelian population can, in theory, provide a fine balance between gene diversity and the quality of expected results.

Mendeleev's population is an important method for optimizing progeny diversity when breeding new species of plants, animals, or entire populations of organisms. Mendeleev's population control process allows scientists to obtain information about the dynamics of population variability,