• 공학수학2_선형대수
       // [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]] [[방향,direction]]
• 내적,inner_product
       See [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]]
• 노름,norm
        $|(\vec{a},\vec{b})|\le ||\vec{a}|| \, ||\vec{b}||$ ([[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]])
• 라그랑주_곱셈자,Lagrange_multiplier
       이것('''LM''')으로 [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]] 증명 가능.
• 부등식,inequality
        [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]] |a·b|≤|a|·|b|
• 삼각부등식,triangle_inequality
       [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]] 이용
       [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]]
• 함수공간,function_space
       [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]] 또한 그대로 성립.
• 해석학,analysis
        [[내적,inner_product]] [[코시-슈바르츠_부등식,Cauchy-Schwartz_inequality]] [[삼각부등식,triangle_inequality]] [[직교성,orthogonality]] 직교사영([[정사영,orthogonal_projection]])

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