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[[Fasciculus:Standard Model of Elementary Particles.svg|thumb|upright=1.2|Particulae elementares in [[Theoria Canonica|Theoriā Canonicā]] comprehensae. Tabula [[Anglice]] signata.]]
'''Particula elementaris''',<ref>[[Emanuel Swedenborg]], ''Opera philosophica et mineralia.''</ref> vel puriore Latinitate '''particula
[[Materia (physica)|Materia]] ordinaria ex [[atomus|atomis]] constat, quondam coniectis particulis
Viā [[mechanica quantica|theoriae quanticae]], [[proton]]es et [[neutron]]nes [[quarcum|quarca]] ([[U-quarcum|quarca sursum]] et [[D-quarcum|quarca]]), nunc particulas elementares putata, continere inventi sunt.<ref name="Braibant">Braibant, Silvia (Sylvie); Giacomelli, Georgius (Giorgio); Spurio, Mauritius (Maurizio) (2012). ''[https://books.google.es/books?id=e8YUUG2pGeIC&pg=PA384&redir_esc=y#v=onepage&q&f=false Particles and Fundamental Interactions: An introduction to particle physics]'' (secunda editio) (Anglice). Springer. ISBN 978-94-007-2463-1.</ref> Et intra [[molecula]]m, electronis [[gradus libertatis (physica)|gradūs libertatis]] tres ([[onus (physica)|onus]], [[Volubilitas (quantica)|volubilitas]], [[Orbitalis atomica|orbitalis]]) viā [[functio undae|functionis undae]] in [[quasiparticula]]s tres ([[holon (physica)|holones]], [[spinon]]es, [[orbiton]]es) separari potest.<ref name="Merali"> Merali, Zeeya (18 Apr 2012). "Not-quite-so elementary, my dear electron: Fundamental particle 'splits' into quasiparticles, including the new 'orbiton'" (Anglice). ''[[Nature]]''. doi:10.1038/nature.2012.10471.</ref> Nihilominus, electron liber (scilicet, nullum [[Nucleus atomi|nucleum atomicum]] circumvolitans et ergo [[Orbitalis atomica|orbitali motū]] carens) indivisibilis apparet et particula elementaris putatus manet.<ref name="Merali"> Merali, Zeeya (18 Apr 2012). "Not-quite-so elementary, my dear electron: Fundamental particle 'splits' into quasiparticles, including the new 'orbiton'" (Anglice). ''[[Nature]]''. doi:10.1038/nature.2012.10471.</ref>
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==Adumbratio==
Omnes particulae elementares aut [[boson]]es aut [[fermion]]es. Haec genera suā [[statistica particularum|statisticā quanticā]] distinguuntur: fermiones [[Statistica Fermi-Dirac|statisticae Fermiano-Diracianae]] et bosones [[Statistica Bosiano-Einsteinianas|statisticae Bosiano-Einsteinianae]] parent.<ref name="Braibant">Braibant, Silvia (Sylvie); Giacomelli, Georgius (Giorgio); Spurio, Mauritius (Maurizio) (2012). ''[https://books.google.es/books?id=e8YUUG2pGeIC&pg=PA384&redir_esc=y#v=onepage&q&f=false Particles and Fundamental Interactions: An introduction to particle physics]'' (secunda editio) (Anglice). Springer. ISBN 978-94-007-2463-1.</ref> Quorum [[Volubilitas (quantica)|volubilitas]] viā [[Theorema statisticae volubilitatis|theorematis statisticae volubilitatis]] discriminatur: cum [[numerus semiinteger|numero semiintegro]] fermionibus et [[
[[Fasciculus:Particulae elementares.png|
In [[Theoria Canonica|Theoriā Canonicā]], particulae elementares praedictivae utilitati [[particula punctualis|particulae punctuales]] repraesentantur. Quamquam Theoria Canonica optime successit, haec microcosmo circumscribitur omissam propter [[gravitas (physica)|gravitatem]] et aliquae parametra ad arbitrium addita sed non explicata sunt.<ref name="Braibant">Braibant, Silvia (Sylvie); Giacomelli, Georgius (Giorgio); Spurio, Mauritius (Maurizio) (2012). ''[https://books.google.es/books?id=e8YUUG2pGeIC&pg=PA384&redir_esc=y#v=onepage&q&f=false Particles and Fundamental Interactions: An introduction to particle physics]'' (secunda editio) (Anglice). Springer. ISBN 978-94-007-2463-1.</ref>
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