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" "Filoteo: Because the First Principle is the most fundamental, it follows that if one attribute were finite, then all attributes would likewise be finite; or else, if by one intrinsic rationale He is finite, and by another infinite, then necessarily we must consider him as composite. If therefore, he is the operator of the universe, then He is surely an infinite operator; in the sense that all is dependent on Him. Furthermore, since our imagination is able to move toward infinity, imagining always greater size and yet still greater, and number beyond number, following a certain succession, and as they say, power, so too we must also understand, that God actually conceives infinite dimension and infinite number. And from that understanding follows the possibility with the convenience and opportunity such as may be: that should the active power be infinite, then by necessary consequence, the subject power takes part in the infinite: because, as we have demonstrated elsewhere, what can be done must be done, the ability to measure implies the measurable thing, and the measurer implies the measured. Thus, as there really are bodies with finite dimension, the Prime Intellect understands bodies and dimension. If He has understanding of this, He understands infinity no less, and if He understands the infinite, and such bodies, then necessarily these are intelligible species, and are products of that intellect, for what is divine is most real, and as such what is that real must exist more surely than what we can actually see before our eyes.
Giordano Bruno (1548 – 17 February 1600) was an Italian universalist pantheist monist philosopher, mathematician, astronomer and poet, who, following an Inquisition for heresy and the denial of several Catholic doctrines, was burned at the stake in Rome, 1600; born Filippo Bruno, in Nola, Italy, he often called himself Il Nolano (The Nolan).
Biography information from Wikiquote
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Elpino. We shall say that this finite world [20] with the finite stars embraceth the perfection of all things.
Theophilo. You may say so, but you cannot prove it. For the world [20] of this our finite space embraceth indeed the perfection of all those finite objects contained within our space, but not of those infinite potentialities of innumerable other spaces