Quantum redactiones paginae "Spatium vectoriale" differant
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de scalari et algebra abstracta |
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[[Fasciculus:Vector add scale.svg|thumb|Additio vectorum et multiplicatio scalaris. Supra, vector '''v''' ([[caeruleus]]) alio vectori '''w''' ([[ruber|rubro]]) additur. Infra, '''w''' per factorem 2 extenditur, quod summam '''v''' + 2'''w''' facit.]]
'''Spatium vectoriale'''<ref>Isabel Schlangen, [http://www.math.uni-bonn.de/ag/stroppel/DA_Schlangen_final.pdf ''Drei Quanten-sl<sub>2</sub>-Verallgemeinerungen des gefärbten Jonespolynoms in zwei Parametern''] (dissertatiuncula, Rheinischen Friedrich-Wilhelms-Universität Bonn, 2012), vi.</ref> est collectio rerum [[vector (mathematica)|vectorum]] appellatarum, quae inter se addi et per [[numerus|numeros]] [[
Rigorose, [[copia]] ''E'' (cum operationes + et •) structura spatii vectorialis super corpus commutativum ''K'' habet si:
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== Notae ==
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*[[Algebra abstracta]]
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