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'''Equations''' were a part of [[mathematics]]. | '''Equations''' were a part of [[mathematics]]. | ||
After spending [[Christmas]] with his grandmother and aunt in [[2004]], [[ | [[First Doctor|Dr Who]], the "greatest [[human]] [[mathematician]]", figured out the equations that unified the concepts of [[Space]] and [[Time]] into the [[Idea of the Living Matter]], allowing him to conceive and construct his [[Dimensional transcendentalism|dimensionally-transcendental]] [[timeship]] [[the Doctor's TARDIS|the TARDIS]]. ([[PROSE]]: ''[[The Equations of Dr Who (short story)|The Equations of Dr Who]]'') | ||
After spending [[Christmas]] with his grandmother and aunt in [[2004]], [[Matiu]] worked on [[time travel]] equations and sent himself to [[Christmas Eve]], [[1953]], the time when his grandfather disappeared. ([[PROSE]]: ''[[Water's Edge (short story)|Water's Edge]]'') | |||
The [[Skasis Paradigm]] was the mathematical equation behind the way the [[universe]] worked. ([[TV]]: ''[[School Reunion (TV story)|School Reunion]]'') | The [[Skasis Paradigm]] was the mathematical equation behind the way the [[universe]] worked. ([[TV]]: ''[[School Reunion (TV story)|School Reunion]]'') | ||
Latest revision as of 15:21, 3 September 2020
Equations were a part of mathematics.
Dr Who, the "greatest human mathematician", figured out the equations that unified the concepts of Space and Time into the Idea of the Living Matter, allowing him to conceive and construct his dimensionally-transcendental timeship the TARDIS. (PROSE: The Equations of Dr Who)
After spending Christmas with his grandmother and aunt in 2004, Matiu worked on time travel equations and sent himself to Christmas Eve, 1953, the time when his grandfather disappeared. (PROSE: Water's Edge)
The Skasis Paradigm was the mathematical equation behind the way the universe worked. (TV: School Reunion)
The Hausanthropic equations defined the evolution of aesthetically-pleasing lesser species. The form of the tardigrade was implied in the equations. (PROSE: The Short Briefing Sergeant's Tale)
