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Plato's Timaeus Revisited: Part IV - The Soul's Perceptions in the Universal Middle
Manage episode 387364912 series 3394212
Plato’s Pod concluded its revisiting of Plato’s Timaeus, covering from 53(a) to 72(d) with a focus on sensory perception in relation to triangles and what have come to be known as the five Platonic solids because of this dialogue. It was 2,400 years ago, when Plato wrote Timaeus, that he revealed to the world knowledge of the only five regular solids in the universe. Why did Plato, who was a geometer as well as a philosopher, go to great lengths to make the character Timaeus discuss triangles and the five regular solids in such detail? A fascinating discussion ensued on November 18, 2023 when members of the Toronto, Calgary, and Chicago Philosophy Meetup groups brought forth ideas on our souls’ capacity for measurement of the “necessities” in the surrounding realm of Becoming, and the ethical implications of our measurements. The exceptional properties of the five Platonic solids were discussed, and perhaps most intriguing was one member’s question about the spherical universe that Timaeus presents: “Is there a triangle in the very center of the sphere?”
67 tập
Manage episode 387364912 series 3394212
Plato’s Pod concluded its revisiting of Plato’s Timaeus, covering from 53(a) to 72(d) with a focus on sensory perception in relation to triangles and what have come to be known as the five Platonic solids because of this dialogue. It was 2,400 years ago, when Plato wrote Timaeus, that he revealed to the world knowledge of the only five regular solids in the universe. Why did Plato, who was a geometer as well as a philosopher, go to great lengths to make the character Timaeus discuss triangles and the five regular solids in such detail? A fascinating discussion ensued on November 18, 2023 when members of the Toronto, Calgary, and Chicago Philosophy Meetup groups brought forth ideas on our souls’ capacity for measurement of the “necessities” in the surrounding realm of Becoming, and the ethical implications of our measurements. The exceptional properties of the five Platonic solids were discussed, and perhaps most intriguing was one member’s question about the spherical universe that Timaeus presents: “Is there a triangle in the very center of the sphere?”
67 tập
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