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How do we write down really big numbers?
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Meta-mathematical considerations
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Plato 424-347 Bc
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Foundations of mathematics
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How big is the universe?
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How small can things get?
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A Planck cube
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Information stored in the universe
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Number of different expressions
Description:
Explore the fascinating intersection of mathematics, philosophy, and cosmology in this thought-provoking video lecture. Delve into the challenges of representing extremely large numbers and examine various philosophical approaches to mathematics, including Platonism and Aristotelian realism. Investigate the physical limits of the universe, from its vast expanse to the smallest possible scales, and consider how these constraints impact our ability to express and store mathematical information. Gain insights into the concept of "invisible numbers" and ponder the implications for our understanding of mathematical complexity and the nature of reality itself.

Numbers, the Universe and Complexity Beyond Us - Data Structures Math Foundations 177

Insights into Mathematics
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