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Quote by Allen Ginsberg

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Allen Ginsberg
Allen Ginsberg

Allen Ginsberg, born on June 3, 1926, was an influential American poet. Known for his free-form poetry and profound political and social commentary, he was one of the key figures of the Beat Generation. Ginsberg's landmark poem 'Howl' was first published in 1956, becoming a milestone in American literary history. more

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“Now since in so many Things they... agree, what can be more probable than that in others they agree too; and that the other Planets are as beautiful and as well stock'd with Inhabitants as the Earth? Or what shadow of Reason can there be why they should not?”

“As far as vocal preparation goes, it's really an interesting thing for such a fragile instrument and using it properly is like walking a tightrope. I have learned not to do extensive warm-ups. It's really more of a cerebral mind-body connection Zen hippy thing, just knowing your body and figuring out if I do that then I will be able to speak tomorrow.”

“It's not that everything needs to have substance, but when nothing does then you know we're living in a bankrupt society, an artistically bankrupt society, and that's not okay. I think there's room for forms of entertainment that are very light and frivolous and fun, but when those forms of entertainment, forms of "art" if you will, become presented as something more than that, and are believed to be something more than that, then we've got a lot of problems.”

“I really think for the good of this world that, if I could have it my way, the whole world would be vegan and straightedge. So that's why I feel it's important to create an awareness of this lifestyle, create an awareness of the choices people make. To bring awareness about those lifestyles can bring a positive change, if only on the level of an individual.”

“Mathematics is a presuppositionless science. To found it I do not need God, as does Kronecker, or the assumption of a special faculty of our understanding attuned to the principle of mathematical induction, as does PoincarĂ©, or the primal intuition of Brouwer, or, finally, as do Russell and Whitehead, axioms of infinity, reducibility, or completeness, which in fact are actual, contentual assumptions that cannot be compensated for by consistency proofs.”