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an embedding space for character archetypes in storytelling. search by character name or description. explore semantically similar archetypes by scrubbing through the map. express their vibe through color soon? merge archetypes together or deconstruct them.

150,109 次观看 • 1 年前 •via X (Twitter)

10 条评论

Silicon Jungle 的头像
Silicon Jungle1 年前

i think in here there is a new UX paradigm for defining the personalities of AI characters. using the latent space to rip apart properties from archetypes and merge them together to create more complex / layered beings.

Silicon Jungle 的头像
Silicon Jungle1 年前

the original inspiration was when i went to The Museum of Pop Culture in Seattle.

Silicon Jungle 的头像
Silicon Jungle1 年前

interfaces for expressing plot and interpersonal conflict? thank you robert mckee.

Emmett Shear 的头像
Emmett Shear1 年前

Future of procedural generation. This kind of technique will let you generate compelling “genre fiction” at any scale soon.

Silicon Jungle 的头像
Silicon Jungle1 年前

yes! my thoughts exactly!

Silicon Jungle 的头像
Silicon Jungle1 年前

it would be really fun to add in the emotion scrubber i made a while back so that you can see how that archetype would express each of those emotions.

Silicon Jungle 的头像
Silicon Jungle1 年前

not just visually but from an emotional perspective.

Silicon Jungle 的头像
Silicon Jungle1 年前

oh yes! add archetypes to a character and modify their prevalence using a radar chart. then you can merge them together like this…

Silicon Jungle 的头像
Silicon Jungle1 年前

woah - the self is smack in the middle of the avenger and the destroyer.

Silicon Jungle 的头像
Silicon Jungle1 年前

alsooooo - a ux improvement i want to make is to add high level text describing each of the regions in the map. since they are all "semantically sorted", we can do a level of detail thing here.

相关视频

🚨 New episode of AFTERMATH (my new series) is about Unification of Mathematics & Analytic Psychology. Following Carl Jung, I propose that all mathematical objects & ideas come from archetypes in our Collective Unconscious, so Math is a Portal into the Human Psyche. KEY POINTS: 1. All mathematical objects and ideas (such as perfect lines and planes) are rooted in the shared structural elements of our Collective Unconscious, which Carl Jung called archetypes. These mathematical archetypes produce identical images in our individual minds – explaining why everyone imagines the same idealized mathematical forms; even those forms that don't appear in the outer, physical reality. 2. Similarly to how individuals project their undesired or repressed character traits onto others (manifesting the Jungian archetype of the Shadow), entire societies projected the mathematical archetype of Flat Space onto the surface of the Earth, accepting as an axiom that it was flat. This unconscious belief exemplifies how unintegrated archetypal forces shape our perception of physical reality in the absence of conscious scrutiny. 3. Progress and evolution occur when people recognize and integrate mathematical archetypes, as exemplified by Pythagoreans' insight 2500 years ago that the surface of the Earth might be spherical. Moving from unconscious acceptance to evidence-based inquiry mirrors the process of owning and integrating personal shadow elements. 4. The Enduring Spell of Flat Space: Even though we now realize that Earth is round, most of us still reflexively perceive the Universe as a three-dimensional flat expanse. This unconscious attachment to the archetype of the 3D Flat Space hampers serious consideration of curved or higher-dimensional geometries. When we integrate the archetypes of the 3D Flat Space, the 3D Sphere, and so on, new dimensions of Reality may well open up to us. 5. Brilliant scientists, such as Einstein, Wigner, Weil, Poincaré, and Ramanujan have stressed the essential role of the unconscious (and dream-based) revelations in their work. Such flashes of insight align with Jung's view of archetypes spontaneously emerging from the Collective Unconscious, fueling humanity's creative and mathematical breakthroughs.

Edward Frenkel

34,344 次观看 • 1 年前