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Scientific Romances (First Series)

By Charles Howard Hinton

(3.5 stars) • 10 reviews

"Scientific Romances (First Series)" by Charles Howard Hinton is a collection of speculative writings from the late 19th century that explores complex...

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2015-06-26
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Overview

"Scientific Romances (First Series)" by Charles Howard Hinton is a collection of speculative writings from the late 19th century that explores complex ideas surrounding dimensions, existence, and consciousness. Through engaging narratives, Hinton delves into themes such as the nature of reality, the limitations of human perception, and the imagination's role in expanding our understanding of the universe. As illustrated in the first chapter, Hinton presents a thought-provoking exploration of the concept of the fourth dimension, setting the stage for discussions that transcend simple storytelling. The opening of the work introduces us to a philosophical inquiry concerning the nature of reality and knowledge. It starts with the premise that human actions are significantly influenced by their theoretical understanding of existence. Hinton elaborates on the limitations of human perception regarding dimensions and invites readers to consider what a world with more than three dimensions might entail. The subsequent portions introduce scenarios that push the boundaries of imagination, encouraging readers to grapple with challenging concepts about their understanding of reality and existence. Alongside this intellectual exploration, the narrative flows into a tale involving a Persian king who becomes isolated in a valley, interacting with a mystical figure who raises deeper questions about creation, consciousness, and the duality of pleasure and pain in life. (This is an automatically generated summary.)

About the Author

Charles Howard Hinton was a British mathematician and writer of science fiction works titled Scientific Romances. He was interested in higher dimensions, particularly the fourth dimension. He is known for coining the word "tesseract" and for his work on methods of visualising the geometry of higher dimensions.

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