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Heinz Pagels Quotes

The visible world is the invisible organization of energy.

The visible world is the invisible organization of energy.

Heinz R. Pagels (2012). “The Cosmic Code: Quantum Physics as the Language of Nature”, p.348, Courier Corporation

I like to browse in occult bookshops if for no other reason than to refresh my commitment to science.

Heinz R. Pagels (1988). “The dreams of reason: the computer and the rise of the sciences of complexity”, Simon & Schuster

As I continued to fall into the dark void, embraced by the vault of the heavens, I sang to the beauty of the stars and made my peace with the darkness.

Heinz R. Pagels (2012). “The Cosmic Code: Quantum Physics as the Language of Nature”, p.349, Courier Corporation

Theoretical and experimental physicists are now studying nothing at all-the vacuum. But that nothingness contains all of being.

Heinz R. Pagels (2012). “The Cosmic Code: Quantum Physics as the Language of Nature”, p.279, Courier Corporation

Science has explored the microcosmos and the macrocosmos; we have a good sense of the lay of the land. The great unexplored frontier is complexity.

Heinz R. Pagels (1988). “The dreams of reason: the computer and the rise of the sciences of complexity”, Simon & Schuster

Our capacity for fulfillment can come only through faith and feelings. But our capacity for survival must come from reason and knowledge.

Heinz R. Pagels (2012). “The Cosmic Code: Quantum Physics as the Language of Nature”, p.347, Courier Corporation

Possession of a program with unique analytic capabilities puts a scientist in as much of a priveleged position to make new discoveries as the possession of a powerful telescope.

Heinz R. Pagels (1988). “The dreams of reason: the computer and the rise of the sciences of complexity”, Simon & Schuster

The world changed from having the determinism of a clock to having the contingency of a pinball machine.

Heinz R. Pagels (2012). “The Cosmic Code: Quantum Physics as the Language of Nature”, p.85, Courier Corporation

While we can prove that almost all numbers in the continuum are random, we cannot prove that any specific number is indeed random.

Heinz R. Pagels (1988). “The dreams of reason: the computer and the rise of the sciences of complexity”, Simon & Schuster