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Squigonometry

Squigonometry or p-trigonometry is a generalization of traditional trigonometry which replaces the circle and Euclidean distance function with the squircle (shape intermediate between a square and circle) and p-norm. While trigonometry deals with the relationships between angles and lengths in the plane using trigonometric functions defined relative to a…

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Overview

Etymology

Squigonometric functions

Applications

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Squigonometry

Nodes32
Edges31
Triples13
Avg. degree1.94
Density0.0625
Components1

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Squigonometry

Top relations

related to Etymology · 12
Squigonometry → Creating Problems, Derek Holton, However, In, It, Mathematics Magazine, Poodiack, Robert Poodiack, The, William Wood, Wood, Wood's
is a · 1
Squigonometry → portmanteau of square or squircle and trigonometry

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Important terminology

displaystyle functions squircle trigonometry inverse defined pi circle operatorname sq tilde trigonometric cosquine squine cq function using squigonometric unit square

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Squigonometryis aportmanteau of square or squircle and trigonometry0.90text
Squigonometryrelated to EtymologyThe0.60section
Squigonometryrelated to EtymologyIt0.60section
Squigonometryrelated to EtymologyDerek Holton0.60section
Squigonometryrelated to EtymologyCreating Problems0.60section
Squigonometryrelated to EtymologyIn0.60section
Squigonometryrelated to EtymologyWilliam Wood0.60section
Squigonometryrelated to EtymologyMathematics Magazine0.60section
Squigonometryrelated to EtymologyRobert Poodiack0.60section
Squigonometryrelated to EtymologyWood's0.60section
Squigonometryrelated to EtymologyWood0.60section
Squigonometryrelated to EtymologyPoodiack0.60section

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