Real coordinate space
In mathematics, real coordinate space of n dimensions, written Rn (/ɑːrˈɛn/ ar-EN) (also written ℝn with blackboard bold) is a coordinate space that allows several (n) real variables to be treated as a single variable. With various numbers of dimensions (sometimes unspecified), Rn is used in many areas of pure and applied mathematics, as well as in physics. With component-wise addition and scalar multiplication, it is and is a frequently used . Due to the latter fact, geometric metaphors are widely used for Rn, namely a plane for R2 and three-dimensional space for R3.
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Real coordinate space
In mathematics, real coordinate space of n dimensions, written Rn (/ɑːrˈɛn/ ar-EN) (also written ℝn with blackboard bold) is a coordinate space that allows several (n) real variables to be treated as a single variable. With various numbers of dimensions (sometimes unspecified), Rn is used in many areas of pure and applied mathematics, as well as in physics. With component-wise addition and scalar multiplication, it is and is a frequently used . Due to the latter fact, geometric metaphors are widely used for Rn, namely a plane for R2 and three-dimensional space for R3.
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In mathematics, real coordinat ...... hree-dimensional space for R3.
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任意の自然数 n に対し、実数の n-組の全体からなる集合 ...... n はただ一つ存在する (the real n-space)
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739,599,182
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In mathematics, real coordinat ...... hree-dimensional space for R3.
@en
任意の自然数 n に対し、実数の n-組の全体からなる集合 ...... n はただ一つ存在する (the real n-space)
@ja
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Real coordinate space
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実数空間
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