Pope Francis : Francis Bacon
Not every one of these figures would claim to be a natural scientist of any description; but as philosophers, poets or prophets, they must be recognized as participating in and shaping a tradition of a certain perception of nature and its relation to man. Granted all the variety of their messages and styles, certain themes recur. One is the ‘romantic’ striving for immediacy, of contact with the living things themselves rather than with book-learned descriptions. Another is ‘philanthropy’; the quest is not for a private realization, but for the benefit of all men and nature.
And here’s the difference. Francis Bacon, Ravetz finds, stands clearly on this same “romantuc” side of the ledger. For:
As deeply as any of his pietistic, alchemical forerunners, he felt the love of God’s creation, the pity for the sufferings of man, and the striving for innocence, humility, and charity; and he recognized vanity as the deadliest of sins.
**
Let me recapitulate that final paragraph of Ravetz’ book, quoted entirely from Bacon:
Lastly, I would address one general admonition to all; that they consider what are the true ends of knowledge, and that they seek it not either for pleasure of the mind, or for contention, or for superiority to others, or for profit, or fame, or power, or any of these inferior things; but for the benefit and use of life; and that they perfect and govern it in charity. For it was from lust of power that the angels fell, from lust of knowledge that man fell; but of charity there can be no excess, neither did angel or man ever come in danger by it.
This is virtually a monastic ideal of science, one which would be found most suitable in the halls of Hesse’s Castalia, and one well-suited to the Benedict Option as formulated by Rod Dreher.
It is also, and significantly, as Ravetz points out, compatible with the truth concerns of Taoists, poets and theologians…
**
Hermann Hesse, it seems to me, gives a deeper and wider acknowledgment of both streams, bringing their “hard” and “soft” strands together in his history of the Glass Bead Game:
How far back the historian wishes to place the origins and antecedents of the Glass Bead Game is, ultimately, a matter of his personal choice. For like every great idea it has no real beginning; rather, it has always been, at least the idea of it. We find it foreshadowed, as a dim anticipation and hope, in a good many earlier ages. There are hints of it in Pythagoras, for example, and then among Hellenistic Gnostic circles in the late period of classical civilization. We find it equally among the ancient Chinese, then again at the several pinnacles of Arabic-Moorish culture; and the path of its prehistory leads on through Scholasticism and Humanism to the academies of mathematicians of the seventeenth and eighteenth centuries and on to the Romantic philosophies and the runes of Novalis’s hallucinatory visions. This same eternal idea, which for us has been embodied in the Glass Bead Game, has underlain every movement of Mind toward the ideal goal of a universitas litterarum, every Platonic academy, every league of an intellectual elite, every rapprochement between the exact and the more liberal disciplines, every effort toward reconciliation between science and art or science and religion. Men like Abelard, Leibniz, and Hegel unquestionably were familiar with the dream of capturing the universe of the intellect in concentric systems, and pairing the living beauty of thought and art with the magical expressiveness of the exact sciences. In that age in which music and mathematics almost simultaneously attained classical heights, approaches and cross-fertilizations between the two disciplines occurred frequently. And two centuries earlier we find in Nicholas of Cues sentences of the same tenor, such as this: “The mind adapts itself to potentiality in order to measure everything in the mode of potentiality, and to absolute necessity in order to measure everything in the mode of unity and simplicity as God does, and to the necessity of nexus in order to measure everything with respect to its peculiar nature; finally, it adapts itself to determinate potentiality in order to measure everything with respect to its existence. But furthermore the mind also measures symbolically, by comparison, as when it employs numerals and geometric figures and equates other things with them.”
Basta!
Page 2 of 2 | Previous page