3.1. vector norm
3.2. matrix norm
3.3. p-adic norm
3.4. polynomial norm
3.5. t-norm, triangular norm
3.6. ADDHERE
3.7. ADDHERE
3.8. ADDHERE
3.9. ADDHERE

4. MKL

5. 기타 , cmp

5.1. seminorm

5.2. conorm

5.2.1. t-conorm, triangular conorm

6. Twins

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1. CHK: ¶

벡터공간,vector_space에서 정의? 벡터공간에 노름이 있으면 노름공간,normed_space = 노름벡터공간,normed_vector_space?

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2. tmp; MW ¶

// mw
복소수,complex_number의 norm은 complex_modulus (aka complex_norm ) https://mathworld.wolfram.com/ComplexModulus.html
사원수,quaternion의 norm은 https://mathworld.wolfram.com/QuaternionNorm.html

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3. Sub ¶

유클리드_노름,Euclidean_norm - w

aka L2_norm ? ''그럼 pagename normalization rule for norms?

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3.1. vector norm ¶

vector_norm =,vector_norm . vector_norm

vector_norm ?

vector_norm ??

vector_norm ??jkjkjkjkjk
L1_norm = L1 norm = 맨해튼/taxicab norm

taxicab norm ..... rel. L1 distance = L1_distance = Manhattan_distance 맨해튼_거리,Manhattan_distance =맨해튼_거리,Manhattan_distance Manhattan_distance =,Manhattan_distance . Manhattan_distance {

Manhattan_distance

맨해튼_거리

Manhattan_distance ggggggggggg

Manhattan_distance ? fffffffffff 거리,distance

거리,distance } https://mathworld.wolfram.com/L1-Norm.html
Semitwins:
[https]

AI 용어사전: 맨하탄 거리

L2 norm = Euclidean_norm ... rel. Euclidean_distance https://mathworld.wolfram.com/L2-Norm.html
Lp_norm ? pagname ??

Lp norm

infinity_norm ... tmp see https://blog.naver.com/waterforall/223058427336 https://mathworld.wolfram.com/L-Infinity-Norm.html
https://mathworld.wolfram.com/VectorNorm.html

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3.2. matrix norm ¶

matrix norm
matrix_norm https://mathworld.wolfram.com/MatrixNorm.html (double bar, 그 외는 single bar)

"matrix norm"

matrix norm iiiiiiiiiii

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3.3. p-adic norm ¶

p-adic_norm https://mathworld.wolfram.com/p-adicNorm.html

p진노름 ?

"p-adic norm"

p-adic norm

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3.4. polynomial norm ¶

polynomial norm
다항식노름 ?

다항식노름,polynomial_norm - w; curr see https://mathworld.wolfram.com/PolynomialNorm.html

"polynomial norm"

polynomial norm

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3.5. t-norm, triangular norm ¶

t-norm
t노름,t-norm ?

t-norm ?

t-norm, triangular norm

t-norm

triangular norm

Rel
퍼지논리,fuzzy_logic
esp
t노름퍼지논리,t-norm_fuzzy_logic
see

t-norm_fuzzy_logic

(2023-11-22)
"Any kind of fuzzy logic
whose semantics^{(시맨틱스,semantics)}
valuates^{(valuation ... curr at 평가,evaluation?action=highlight&value=,valuation맨아래)}
conjunctions
by means of t-norms."

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3.6. ADDHERE ¶

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3.7. ADDHERE ¶

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3.8. ADDHERE ¶

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3.9. ADDHERE ¶

ADDHERE
ADDHERE

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4. MKL ¶

노름공간 {

노름공간

노름공간노름공간

노름공간 = https://www.kms.or.kr/mathdict/list.html?key=kname&keyword=노름공간
{ 2023-10-30 현재 3개:
complete normed space 완비노름공간 // [[완비노름공간,complete_normed_space] =완비노름공간,complete_normed_space =,complete_normed_space . 완비노름공간 complete_normed_space

{ complete normed space

complete_normed_space ?

완비노름공간 }

normed space 노름공간
real normed space 실노름공간 // 실노름공간,real_normed_space =실노름공간,real_normed_space =,real_normed_space 실노름공간 real_normed_space { real normed space

real_normed_space ?

실노름공간 }
}
}

바나흐_공간,Banach_space {

바나흐 공간

바나흐 공간 "바나흐 공간" }

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