Mathematical Evidence
Sources:
Understanding Mathematical Evidence from Lex Fridman Podcast Clips
1. Extra Dimensions in String Theory
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Brian Greene describes how extra dimensions in string theory can be considered as real as the three spatial dimensions we experience. These dimensions might be tightly coiled and undetectable by current instruments but could leave a detectable imprint on the observable world. Experiments like those at the Large Hadron Collider aim to find evidence by observing energy discrepancies that suggest the presence of these dimensions. Mathematical models help predict these dimensions, which, if experimental data confirms, would provide significant evidence supporting string theory and the existence of extra dimensions 1 .
2. Infinite Consciousness and Mathematics
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Donald Hoffman discusses the relationship between consciousness and mathematics, emphasizing that mathematics underpins the structure of consciousness much like bones support an organism. He proposes that there are infinite forms of conscious experiences, and mathematics plays a role in modeling these diverse states. Hoffman uses the example of tetrafams, women with an extra color receptor, to illustrate how certain mathematical evidence (i.e., the structure of color receptors) can lead to entirely new dimensions of experience that others cannot imagine. This underscores how mathematical structures can correlate with phenomenological experiences that might be vastly different from our own 2 .
These discussions highlight how mathematical evidence not only supports abstract theories like string theory but also models the diverse and complex forms of consciousness.
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