About: Quaid Disaster Theorem   Sponge Permalink

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The Quaid Disaster Theorem is a relation between disaster movies and Quaids. The theorem is expressed as follows: In any disaster movie, the number of Quaids must be equal to or greater than one We denote the number of Quaids in a movie M as We let p denote the Quaid density function on a movie space. The number of Quaids in a movie M is then But we can convert the p into a corresponding opening and closing credits function P. We thus convert the above integral to the line integral

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  • Quaid Disaster Theorem
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  • The Quaid Disaster Theorem is a relation between disaster movies and Quaids. The theorem is expressed as follows: In any disaster movie, the number of Quaids must be equal to or greater than one We denote the number of Quaids in a movie M as We let p denote the Quaid density function on a movie space. The number of Quaids in a movie M is then But we can convert the p into a corresponding opening and closing credits function P. We thus convert the above integral to the line integral
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abstract
  • The Quaid Disaster Theorem is a relation between disaster movies and Quaids. The theorem is expressed as follows: In any disaster movie, the number of Quaids must be equal to or greater than one We denote the number of Quaids in a movie M as We let p denote the Quaid density function on a movie space. The number of Quaids in a movie M is then But we can convert the p into a corresponding opening and closing credits function P. We thus convert the above integral to the line integral Of course, in a disaster movie, the number of pole singularities is equal to the number of disasters, so the right-hand side is greater than 1, and hence: This means in layman's terms that any movie surrounding some sort of natural disaster or series of natural disasters must also feature at least one actor named Quaid.
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