A first book in organic evolutionShute, D. Kerfoot (Daniel Kerfoot)
Science
A first book in organic evolution
Shute, D. Kerfoot (Daniel Kerfoot)
Evolution
The _centrosome_ (Fig. 1), with its enveloping attraction-sphere,
constitutes another fundamentally important part of the cell. It
is especially concerned with the phenomena of cell division and
multiplication.
Just as the living body consists of an infinitely complex figure of
living mosaics termed cells, so the cell itself consists of an infinitely
complex figure of still smaller living mosaics called, by Spencer,
_Physiological Units_. These units have been given different names by
various writers, viz.: by Darwin, _gemmæ_ (gemmules); by de Vries,
_pangennæ_; by Hertwig, _idioblasts_; by Weismann, _biophors_, etc., etc.
Like the atom of the chemist and the molecule of the physicist, the
physiological unit of the biologist is merely at present an intellectual
conception, yet it is, at the same time, an intellectual necessity and
plays a very important part as the theoretical component of many vital
questions. Just as the cells are the _visible_ units of life, so the
physiological units are the _invisible_ units.
The physiological activities of cells are those that pertain to their
_nutrition_ and _reproduction_.
The nutrition of cells includes all processes that are subservient
to their life and well-being, such as irritability, contractility,
absorption of food, its digestion and assimilation, secretion, etc.
In consequence of the wonderful _nutritive_ activities of cells, we may
well speak of them as marvelous magicians. Hertwig, following Haeckel,
speaks of many cells as being _builders_. In the same spirit, we can
say that multitudes of cells are expert chemists, artists, sculptors,
mathematicians, and so on, in that they make all the myriad chemical
products of organic nature, such as spices, pigments, sugars, starches,
acids, perfumes, and numerous other substances; they paint in colors
that rival the hues of the rainbow; they construct all of the beautiful
forms in the animal and plant worlds; and they draw lines as straight and
curves as graceful as the most expert mathematician.
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