Mendel's principles of heredity: A defenceMendel, Gregor
Science
Mendel's principles of heredity: A defence
Mendel, Gregor
Heredity; Hybridization; Mendel's law; Weldon, Walter Frank Raphael. Mendel's laws of alternative inheritance in peas
To understand the significance of the word “alternative” as introduced
by Professor Weldon we must go back a little in the history of these
studies. In the year 1897 Galton formally announced the Law of
Ancestral Heredity referred to in the _Introduction_, having previously
“stated it briefly and with hesitation” in _Natural Inheritance_,
p. 134. In 1898 Professor Pearson published his modification and
generalisation of Galton’s Law, introducing a correction of admitted
theoretical importance, though it is not in question that the principle
thus restated is fundamentally not very different from Galton’s[54].
_It is an essential part of the Galton-Pearson Law of Ancestral
Heredity that in calculating the probable structure of each descendant
the structure of each several ancestor must be brought to account._
[54] I greatly regret that I have not a precise understanding of the
basis of the modification proposed by Pearson. His treatment is in
algebraical form and beyond me. Nevertheless I have every confidence
that the arguments are good and the conclusion sound. I trust it may
not be impossible for him to provide the non-mathematical reader with
a paraphrase of his memoir. The arithmetical differences between the
original and the modified law are of course clear.
Professor Weldon now tells us that these two papers of Galton and of
Professor Pearson have “given us an expression for the effects of
_blended_ inheritance which seems likely to prove generally applicable,
though the constants of the equations which express the relation
between divergence from the mean in one generation, and that in
another, may require modification in special cases. Our knowledge of
_particulate_ or mosaic inheritance, and of _alternative_ inheritance,
is however still rudimentary, and there is so much contradiction
between the results obtained by different observers, that the evidence
available is difficult to appreciate.”
But Galton stated (p. 401) in 1897 that his statistical law of heredity
“appears to be universally applicable to bi-sexual descent.” Pearson
in re-formulating the principle in 1898 made no reservation in regard
to “alternative” inheritance. On the contrary he writes (p. 393) that
“if Mr Galton’s law can be firmly established, _it is a complete
solution, at any rate to a first approximation, of the whole problem
of heredity_,” and again (p. 412) that “it is highly probable that
it [this law] is the simple descriptive statement which brings into
a single focus all the complex lines of hereditary influence. If
Darwinian evolution be natural selection combined with _heredity_,
then the single statement which embraces the whole field of heredity
must prove almost as epoch-making as the law of gravitation to the
astronomer[55].”
Public-domain text, read in full here on John Shaqi.
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