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Arthur Stanley Eddington Quotes

Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-Euclidean Geometry And No Extra Dimensions - Which Is Right? I Would Rather Not Attempt A Direct Answer, Because I Fear I Should Get Lost In A Fog Of Metaphysics. But I May Say At Once That I Do Not Take The Ten Dimensions Seriously; Whereas I Take The Non-Euclidean Geometry Of The World Very Seriously, And I Do Not Regard It As A Thing Which Needs Explaining Away.

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

Arthur Stanley Eddington Quotes: Of The Two Alternatives - A Curved Manifold In A Euclidean Space Of Ten Dimensions Or A Manifold With Non-euclidean

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