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വരി 18: |
വരി 18: |
| ആകുന്ന ഏതു <math> A </math> യും സദിശമാണ്. ഇവിടെ <math>R</math> എന്നതു transformation matrix ആണ്. ഉദാഹരണത്തിന് rotation. | | ആകുന്ന ഏതു <math> A </math> യും സദിശമാണ്. ഇവിടെ <math>R</math> എന്നതു transformation matrix ആണ്. ഉദാഹരണത്തിന് rotation. |
| ==അവലംബം== | | ==അവലംബം== |
| # David J. Griffiths, Introduction to Electrodynamics, ഒന്നാമത്തെ അദ്ധ്യായം .
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| {{geometry-stub}}
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| [[വിഭാഗം:ഗണിതം]]
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| [[വിഭാഗം:ഭൗതികശാസ്ത്രം]]
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| [[ar:متجه]]
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| [[be:Вектар]]
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| [[be-x-old:Вэктар]]
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| [[bg:Вектор]]
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| [[bn:সদিক রাশি]]
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| [[ca:Vector (matemàtiques)]]
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| [[cs:Vektor]]
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| [[da:Vektor (geometri)]]
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| [[de:Vektor]]
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| [[el:Διάνυσμα]]
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| [[en:Euclidean vector]]
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| [[eo:Vektoro]]
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| [[es:Vector (física)]]
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| [[et:Vektor]]
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| [[eu:Bektore (fisika)]]
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| [[fa:بردار]]
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| [[fi:Vektori]]
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| [[fr:Vecteur]]
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| [[gd:Bheactor]]
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| [[he:וקטור (פיזיקה)]]
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| [[hi:सदिश राशि]]
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| [[hr:Vektor]]
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| [[hu:Vektor]]
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| [[id:Vektor (spasial)]]
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| [[io:Vektoro]]
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| [[is:Vigur (stærðfræði)]]
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| [[it:Vettore (matematica)]]
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| [[ja:空間ベクトル]]
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| [[ka:ვექტორი]]
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| [[kk:Вектор]]
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| [[lt:Vektorius]]
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| [[lv:Vektors]]
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| [[mk:Вектор]]
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| [[ms:Vektor]]
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| [[nds:Vekter]]
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| [[nl:Vector (wiskunde)]]
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| [[nn:Vektor]]
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| [[no:Vektor (matematikk)]]
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| [[pl:Wektor]]
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| [[pt:Vetor (espacial)]]
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| [[ro:Vector (spaţial)]]
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| [[ru:Вектор (геометрия)]]
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| [[scn:Vettura euclideu]]
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| [[sl:Vektor (matematika)]]
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| [[sq:Vektori]]
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| [[sr:Вектор]]
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| [[sv:Vektor]]
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| [[ta:திசையன்]]
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| [[tk:Wektor ululyklar]]
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| [[tr:Yöney]]
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| [[uk:Вектор]]
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| [[vi:Vectơ]]
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| [[yi:וועקטאר]]
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| [[zh:矢量]]
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| [[zh-min-nan:Hiòng-liōng]]
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