Understand in about 5 minutes
Eight years of carefully counted pea-plant crosses reveal that inherited traits are governed by discrete units that sort and recombine according to fixed mathematical ratios, founding the science of genetics.
Idea map
Mental models
Mendel's decisive methodological move was to study each contrasting character separately before combining them. Earlier hybridists had looked at whole-plant resemblance and produced ambiguous results. By tracking single traits across thousands of plants, Mendel made the pattern visible.
It shows that complex phenomena often become tractable when you reduce them to the smallest unit that can be cleanly measured and followed through time.
Mendel explicitly noted that small samples fluctuate greatly. He grew and counted thousands of plants to reduce accident and reveal the underlying proportion. He even showed, plant by plant, how individual results varied around the true average.
It establishes that apparent exceptions to a law may simply be sampling noise. Reliable conclusions about probabilistic processes require numbers large enough to average out the variation.
Once the behaviour of a single character pair is known, Mendel showed that the behaviour of two or three pairs together follows directly from multiplying the single-pair ratios. The hybrid of two differentiating characters produces four classes in a 9:3:3:1 ratio, predictable in advance from the 3:1 rule.
It demonstrates how a simple local rule scales into complex outcomes. Understanding the unit rule allows prediction of variety, which is precisely what plant breeders and later geneticists needed.
Summary
The paper opens by noting that although many naturalists had crossed plants and recorded the results, none had followed the offspring through successive generations in numbers large enough to reveal a general law. Mendel set out to do exactly that, choosing the garden pea (_Pisum sativum_) because its reproductive organs are enclosed in the blossom, making accidental cross-fertilisation rare and controlled artificial fertilisation straightforward.
He selected twenty-two constant varieties and identified seven pairs of sharply contrasting characters: round versus wrinkled seeds, yellow versus green seed albumen, grey-brown versus white seed-coats, inflated versus constricted pods, green versus yellow unripe pods, axial versus terminal flower position, and long versus short stems. For each pair he performed hundreds of reciprocal crossings, recording the results from individual plants and summing across entire trials.
In the first hybrid generation every plant showed only one of the two parental forms, the one Mendel calls dominant, while the other, the recessive, disappeared entirely. When he allowed these hybrids to self-fertilise, the recessive character reappeared in the next generation alongside the dominant, and the two stood in a remarkably consistent average ratio of 2.98 to 1 across all seven characters. Transitional or blended forms were not observed in any experiment.
Mendel then grew on the offspring of that second generation and found that the recessives bred true while the apparent dominants split into two classes: one-third constant, two-thirds hybrid again. This three-generation pattern, hybrid then 3:1 then 1:2:1 constants and hybrids, held for every character and for combinations of two or three characters simultaneously, where the ratios multiplied as independent factors.
He concluded that the egg and pollen cells of a hybrid are not themselves hybrid in composition. Each carries only one form of each differentiating character, and the different kinds arise in equal numbers. When such cells unite at random, the resulting proportions follow directly. Though he lacked the language of genes and chromosomes, the logic Mendel set out (discrete units, purity of gametes, random combination) is the founding statement of Mendelian genetics.
Key concepts
Selected Quotes
Henceforth in this paper those characters which are transmitted entire, or almost unchanged in the hybridisation, and therefore in themselves constitute the characters of the hybrid, are termed the _dominant_, and those which become latent in the process _recessive_.
If now the results of the whole of the experiments be brought together, there is found, as between the number of forms with the dominant and recessive characters, an average ratio of 2·98 to 1, or 3 to 1.
That, so far, no generally applicable law governing the formation and development of hybrids has been successfully formulated can hardly be wondered at by anyone who is acquainted with the extent of the task, and can appreciate the difficulties with which experiments of this class have to contend.
Source
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Originally read before the Natural History Society of Brünn on 8 February and 8 March 1865, and published in 1866. The English translation by the Royal Horticultural Society (here reprinted with modifications by William Bateson) appeared in Bateson's 1902 volume.