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Northrop Frye

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What’s transcendental in Blake is not the statically geometrical, but the sense of arrested energy: the wriggling vines & snakes, flames & the like...It’s an expression of the belief that every object is an event.

 
Northrop Frye

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I wrote Fearful Symmetry during the Second World War, and hideous as the time was, it provided some parallels with Blake's time which were useful for understanding Blake's attitude to the world. Today, now that reactionary and radical forces alike are once more in the grip of the nihilistic psychosis that Blake described so powerful in Jerusalem, one of the most hopeful signs is the immensely increased sense of the urgency and immediacy of what Blake had to say.

 
Northrop Frye
 

This music of yours. A manifestation of the highest energy — not at all abstract, but without an object, energy in a void, in pure ether — where else in the universe does such a thing appear? We Germans have taken over from philosophy the expression ‘in itself,’ we use it every day without much idea of the metaphysical. But here you have it, such music is energy itself, yet not as idea, rather in its actuality. I call your attention to the fact that is almost the definition of God. Imitatio Dei — I am surprised it is not forbidden.

 
Thomas Mann
 

James Blake: Well, I'm going to have you arrested.
Rosa Parks: You may go on and do so.

 
Rosa Parks
 

The romantics were prompted to seek exotic subjects and to travel to far off places. They failed to realize that, though the transcendental must involve the strange and unfamiliar, not everything strange or unfamiliar is transcendental. The unfriendliness of society to his activity is difficult for the artists to accept. Yet this very hostility can act as a lever for true liberation… ..Both the sense of community and of security depend on the familiar. Free of them, transcendental experiences become possible.

 
Mark Rothko
 

We can... treat only the geometrical aspects of mathematics and shall be satisfied in having shown that there is no problem of the truth of geometrical axioms and that no special geometrical visualization exists in mathematics.

 
Hans Reichenbach
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