| A | |
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| Automatics |
Science of automatic |
| Axis |
Name of an axis |
| Axology |
Set of m axes (multiplicity m) |
| Axoversity |
Arrow along an axis |
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| B | |
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| Binity |
- or + |
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| C | |
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| Centrity |
Center of a spherity |
| Cojection |
Inner product |
| Collection |
Plunge |
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| D | |
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| Depaxologie |
Dependent axology |
| Dedity |
Versor |
| Dimensity |
Mensity of a versity |
| Disoriention |
Deduction of angle |
| Disorienty |
Angle |
| Disposition |
Deduction of distance |
| Disposity |
Distance |
| Diversity |
Integer number |
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| E | |
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| Ejection |
Outer product |
| Eternity |
Immense time without boundary |
| Euclidian |
Axologic |
| Exity |
BLADE ejection of idities |
| Exoversity |
Versity resulting from ejection of monoversities (blade) |
| Extensive |
Depending of the extension of an idity |
| Externity |
External laterity: binarity - or + |
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| F | |
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| G | |
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| Globity |
Exo of globologic |
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| H | |
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| Heterorectity |
Conjunction of exoversities of same diversity |
| Homorectity |
Conjunction of exoversities of different diversities |
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| I | |
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| Ideologics |
Science of ideas |
| Idity |
Subspace, idea, word, number |
| Idioty |
Non valid idea, word or number |
| Immensity |
Immense idea without boundaries |
| Imposition |
Geometric product |
| Impoversity |
Versor |
| Independent |
Autonomous |
| Indepaxology |
Autonomous axology |
| Indunaxology |
Autonomous and unitary axology |
| Infiposity |
Point at infinity |
| Infirectity |
Plane to infinity |
| Injection |
Contraction |
| Intersection |
Meet, crossing of idities, croisement des idées, opposé à disjoindre, diviser, séparer, détacher |
| Inoversity |
Versity resulting from injection |
| Intensive |
Difference of potity of two posity |
| Internity |
Internal laterity: binarity - or + |
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| J | |
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| K | |
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| L | |
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| Laterity |
Binarity: - or +, left or right |
| Latoversity |
Translation |
| Linear |
Multiplicative, proportional |
| Logity |
Logical idity |
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| M | |
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| Mensic |
Symmetric form |
| Mensity |
Measure, norm, tensity, intensity, degré, niveau |
| Metaphoric |
Universe in which the mensic relative to an indunaxolgy is the identity matrix |
| Monity |
Number 1 |
| Monoversity |
Versity of multiplicity 1 |
| Motorectity |
Motor |
| Multiideal |
Multiideal universe |
| Multiidities |
Multivector: conjunction of modulated unidities (unity, unaxities, unexities, unoomnity) |
| Multiplicity |
k |
| Multity |
Number but 0 or 1 |
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| N | |
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| Nullity |
number 0 |
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| O | |
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| Omniunexity |
u1 ^ ... ^ un |
| Oropositiy |
Posity at origin, point at origin |
| Ority |
Idea of orologic |
| Orogenic |
Generate from or by the origin, attached to the origin |
| Oroversity |
Arrow attached to the origin |
| Orthodaxie |
Normale |
| Orthorectal |
Orthongonal, emancipated, independent, separated, sovereign, free, alone, apart |
| Orthunorectal |
Orthogonal and unit |
| Orthorect |
Unit emancipated, independent, separated, sovereign, free, alone, apart |
| Orthunorect |
Emancipate and unify |
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| P | |
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| Partidity |
Partial idea, part, portion, segment, share |
| Potity |
Potential, weight |
| Posity |
Point |
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| Q | |
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| R | |
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| Radity |
Radius of a spherity |
| Rectoposity |
Flat point |
| Rotorversity |
Rotor |
| Rotoversity group |
Spin group |
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| S | |
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| Spherity |
Spherical idea |
| Systemics |
Science of systems |
| Systomatics |
Science of automatic systems |
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| T | |
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| Tensity |
Mensity in one posity |
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| U | |
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| Unilize |
Normalize |
| Unaxity |
e |
| Unexity |
e1 ^ e2 |
| Union |
Join, conjoin, adjoin, conjunct, conjuge, joinder, |
| Unity |
Number 1 |
| Unology |
Set of all the unidities possible in an n-universe (the unity, the unaxities, the unexities and the omniexity a particular unexity involving all the axities of the n-universe) |
| Unoomniexity |
Pseudoscalar |
| Unoposity |
Unit point |
| Unorectoposity |
Normalized flat point |
| | | V | |
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| Versity |
Idea of versologic |
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| W | |
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| X | |
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| Y | |
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| Z | |
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