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On the Origins and Nature of the Dark Calculus: Difference between revisions
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On the Origins and Nature of the Dark Calculus (view source)
Revision as of 02:36, 19 January 2024
, 19 JanuaryUpdated by egocarib with game version 2.0.206.57 using QBE v1.0rc2
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{{Item | {{Item | ||
| title = {{Qud text| | | title = {{Qud text|{{Qud shader|W|{{(}}On the Origins and Nature of the Dark Calculus{{)}}}}}} | ||
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{{name}} is a [[book]]. Its covers are black with a light blue stripe. Its contents describe "dark calculus" or "penumbra calculus", a mysterious formal system where theorems proven using it immediately become false upon proof. This is a contrapositive version of [https://en.wikipedia.org/wiki/Umbral_calculus umbral calculus] from the mid 1900s, where proofs that supposedly cannot be true for determining the identity for polynomial equations resulted in the correct identities anyway. "Penumbra" in this case means "Partial darkness". | {{name}} is a [[book]]. Its covers are black with a light blue stripe. Its contents describe "dark calculus" or "penumbra calculus", a mysterious formal system where theorems proven using it immediately become false upon proof. This is a contrapositive version of [https://en.wikipedia.org/wiki/Umbral_calculus umbral calculus] from the mid 1900s, where proofs that supposedly cannot be true for determining the identity for polynomial equations resulted in the correct identities anyway. "Penumbra" in this case means "Partial darkness". | ||
==Summary== | ==Summary== | ||
{{speculation}} | {{speculation|section}} | ||
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A theorist from the | A theorist from the seminary the Cupola formulated the basic concept of the dark calculus. It became a full fledged formal system, which defines the grammar, symbols, and set of rules to derive further concepts and theorems. | ||
In mathematics, a theorem is a sort of statement about how the universe functions and must be proven with proofs. Proofs are essentially the step by step guide to how the theorem works. In this case, some theories proven using dark calculus will become false once the proofs are complete. With this discovery, systems based off of dark calculus were created and even more fragile, some making theorems false upon even the proposition (Assume ____ is true). | In mathematics, a theorem is a sort of statement about how the universe functions and must be proven with proofs. Proofs are essentially the step by step guide to how the theorem works. In this case, some theories proven using dark calculus will become false once the proofs are complete. With this discovery, systems based off of dark calculus were created and even more fragile, some making theorems false upon even the proposition (Assume ____ is true). | ||