CHK 이거 모두 오른쪽으로 갈수록 일반화?
수의 집합에서: [[자연수,natural_number]]( ℕ,,1,, ⊂ ℕ,,0,, ) ⊂ [[정수,integer]] ⊂ [[유리수,rational_number]] ⊂ [[실수,real_number]] ⊂ [[복소수,complex_number]] ⊂ [[사원수,quaternion]] ⊂ [[팔원수,octonion]] ⊂ [[십육원수,sedenion]]
 $\mathbb{N}\subset\mathbb{Z}\subset\mathbb{Q}\subset\mathbb{R}\subset\mathbb{C}\subset\mathbb{H}\subset\mathbb{O}\subset\mathbb{S}? chk$
미적분 calculus : 미분/적분 - [[미분,differentiation]]과 [[적분,integration]] 한 번이 서로 부호가 반대인...(정확히) - 분수미적분 [[fractional_calculus]] WtEn:fractional_calculus 

= Sub: =

[[일반화오차,generalization_error]]

[[generalized_function]]
 [[델타함수,delta_function]] etc
 이것과 functor([[펑터,functor]] [[함자,functor]]), [[범함수,functional]] 등 비교서술tbw

[[generalized_eigenvalue]] =,generalized_eigenvalue . generalized_eigenvalue
generalized eigenvalue
WtEn:generalized_eigenvalue ?
... Ggl:"generalized eigenvalue"

[[generalized_eigenvector]] =,generalized_eigenvector . generalized_eigenvector
generalized eigenvector
WtEn:generalized_eigenvector ?
... Ggl:"generalized eigenvector"

[[generalized_inverse]] =,generalized_inverse . generalized_inverse
generalized inverse
curr at [[인버스,inverse]]
WtEn:generalized_inverse ?
Ggl:"generalized inverse"

[[generalized_quantifier]] =,generalized_quantifier . generalized_quantifier
generalized quantifier
[[한정기호_정량자_quantifier]]
WtEn:generalized_quantifier ?
https://planetmath.org/generalizedquantifier
Ggl:"generalized quantifier"

[[generalized_mean]] =,generalized_mean . generalized_mean
generalized mean
일반화평균 일반화된평균
syn. [[power_mean]] 멱평균 거듭제곱평균?
WtEn:generalized_mean ?
Ggl:"generalized mean"

ADDHERE
ADDHERE
ADDHERE
ADDHERE

...

RR search => Srch:generalized
VG search => [[http://tomoyo.ivyro.net/123/wiki.php/FindPage?action=fullsearch&value=generalized&context=20&case=1 "generalized"을(를) 전체 찾아보기]]
''이것들 번역을 일반화- or 일반화된- or ... 중에 통일하면 좋을텐데''
 ''´일반-´은 안될듯? 저건 general_ 에 해당하니...''

= Compare =
Compare:
[[추상화,abstraction]] =추상화,abstraction =,abstraction . 추상화 abstraction (w)
{
abstraction
추상화 ... KmsE:abstraction = kms abstraction : https://www.kms.or.kr/mathdict/list.html?key=ename&keyword=abstraction

"A generalization is a form of abstraction..."[* WpEn:Generalization 첫 문장]
즉 일반화는 추상화의 한 form([[형태,form]]? [[형식,form]]?)임.

추상화는 단순화,simplification ? (chk pagename ... Ndict:단순화 Ndict:simplification NdEn:simplification  )
 를 포함할 수 있다. 불필요한 [[디테일,detail]]을, 개별 대상에만 specific한 것들(n. ? specificity ? NdEn:specificity ? specifics ? NdEn:specifics ? particularity ? NdEn:particularity ? ) ...., 등을 없애고 [[본질,essence]]?만 남기는.

Opp. 구체화 ? Ndict:구체화 NdEn:구체화 ?

Sub:
[[abstract_algebra]]
[[abstract_]]
abstract_
abstract_
abstract_
abstract_
abstract_ (for local edit)
...

MKLINK
[[개념,concept]] =개념,concept =,concept . { 컨셉 콘셉 컨셉트 콘셉트  .... rel. conceptual_model WtEn:conceptual_model ? - [[모형,model]] [[모델,model]]

conceptual_space
WtEn:conceptual_space ?

conceptual space
개념공간 ? 개념적 공간? 심리학 용어.
Cmp: [[semantic_space]]
=,semantic_space =,semantic_space . semantic_space
{
WtEn:semantic_space ?
WpEn:Semantic_space = https://en.wikipedia.org/wiki/Semantic_space
Rel [[시맨틱스,semantics]] [[시맨틱,semantic]]
}

https://en.wikipedia.org/wiki/Conceptual_space

Rel [[개념,concept]]

[[공간,space]]

conceptual+space
} // conceptual space

tmp see
[[WpEn:Abstraction_(mathematics)]]
= https://en.wikipedia.org/wiki/Abstraction_%28mathematics%29

Misc
한글(한국어) '추상화'의 다른 뜻: 추상적 그림 (예술에서)

... Google:abstraction Naver:abstraction
} // abstraction

MKLINK
[[구조,structure]]

----
Twin

WpKo:일반화 = https://ko.wikipedia.org/wiki/일반화

WpEn:Generalization = https://en.wikipedia.org/wiki/Generalization
 '''일반화,generalization'''는 [[추상화,abstraction]]의 한 형태(form).