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Because the cosmos is finite in spatial magnitude, argues al-Kindi, nothing predicated of the body of the cosmos can be infinite.
But it is clear, further, that if the simple bodies are finite, the composite must also be finite, since that which is composed of bodies finite both in number and in magnitude is itself finite in respect of number and magnitude: its quantity is in fact the same as that of the bodies which compose it.
More results show that the nature of finite element model and difference in magnitude of thermal expansion coefficient (CTE) of two bodies bonded together and which experience the same temperature change determine the degree of damage on the interface with the former being more determining.
That's historical in magnitude.
For example, Aristotle thinks that any finite magnitude of space or time is potentially infinite, in that it can in principle be divided into as many parts as one wishes, with smaller divisions still possible.
Finite in Improved Form.
Certainly infinitesimal uncertainties never become finite in finite time (barring super exponential growth).
But the Universe itself isn't finite in volume; it's only the observable part that's finite.
In fact, he thinks that universe is finite in size.
However, in our special case of integer values of finite magnitude it has linear complexity (Pisinger, 1999) and this is what we are leveraging here.
In the Anticipations, Kant introduces the idea of magnitudes that can vary continuously from a finite magnitude to zero.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com