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108<br />
THE FOURTH DIMENSION<br />
Does this mean that space and all that it means is due<br />
to a condition of the observer?<br />
If a universal law in one case means nothing affecting<br />
the objects themselves, but only a condition of observation,<br />
is this true in every case? <strong>The</strong>re is shown us in<br />
astronomy a vera causa for the assertion of a universal.<br />
Is the same cause to be traced everywhere?<br />
Such is a first approximation to the doctrine of Kant’s<br />
critique.<br />
It is the apprehension of a relation into which, on the<br />
one side and the other, perfectly definite constituents<br />
enter—the human observer and the stars—and a transference<br />
of this relation to a region in which the constitutents<br />
on either side are perfectly unknown.<br />
If spatiality is due to a condition of the observer, the<br />
observer cannot be this bodily self of ours—the body, like<br />
the objects around it, are equally in space.<br />
This conception Kant applied, not only to the intuitions<br />
of sense, but to the concepts of reason—wherever a universal<br />
statement is made there is afforded to him an opportunity<br />
for the application of his principle. He constructed a<br />
system in which one hardly knows which the most to<br />
admire, the architectonic skill, or the reticence with regard<br />
to things in themselves, and the observer in himself.<br />
His system can be compared to a garden, somewhat<br />
formal perhaps, but with the charm of a quality more<br />
than intellectual, a besonnenheit, an exquisite moderation<br />
over all. And from the ground he so carefully prepared<br />
with that buried in obscurity, which it is fitting should<br />
be obscure, science blossoms and the tree of real knowledge<br />
grows.<br />
<strong>The</strong> critique is a storehouse of ideas of profound interest.<br />
<strong>The</strong> one of which I have given a partial statement leads,<br />
as we shall see on studying it in detail, to a theory of<br />
mathematics suggestive of enquiries in many directions.