최소

Difference between r1.5 and the current

@@ -6,7 +6,7 @@

----
[[최소성minimality]] - DB
[[최소성minimality]] - non-DB?
[[최소성,minimality]] - non-DB? // =최소성,minimality =,minimality 최소성 minimality
{
WtEn:minimality
NdEn:minimality
@@ -14,6 +14,7 @@
Ndict:minimality
Ggl:minimality

최소성
Ndict:최소성
Ggl:최소성
}
@@ -22,7 +23,7 @@
[[최소화,minimization]] - math, optimization, ... =최소화,minimization =,minimization .
{
최소화 minimization
KmsK:최소화
KmsK:최소화 ddddddddd
KmsE:minimization
Ndict:"최소화 minimization"
Ggl:"최소화 minimization"
@@ -30,16 +31,37 @@
rel. [[최적화,optimization]]의 방법은 [[손실함수,loss_function]] [[비용함수,cost_function]]... 등의 '''최소화'''.

Sub:
[[minimization_operator]] =,minimization_operator .
[[minimization_operator]] =,minimization_operator . minimization_operator
{
 
[[WtEn:minimization_operator]] ?
https://en.wikipedia.org/wiki/Μ_operator
"In computability_theory, the '''μ-operator, minimization operator,''' or '''unbounded search operator''' searches for the least natural number with a given property. Adding the μ-operator to the primitive_recursive_function s makes it possible to define all computable functions."
즉 최소의 자연수를 찾는 operator([[연산자,operator]] [[작용소,operator]] [[오퍼레이터,operator]])인데..
"In [[computability_theory]], the '''μ-operator, minimization operator,''' or '''unbounded search operator''' 
// mu-operator minimization_operator unbounded_search_operator
// =,mu-operator =,minimization_operator =,unbounded_search_operator .
searches for the least natural_number with a given property. 
Adding the '''μ-operator''' to the [[primitive_recursive_function]]s makes it possible to define all [[computable_function]]s." // Ndict:계산가능함수 Ggl:계산가능함수 ?
''즉 최소의 자연수를 찾는 operator([[연산자,operator]] [[작용소,operator]] [[오퍼레이터,operator]])인데, ..''

aka least-number_operator { https://encyclopediaofmath.org/wiki/Least-number_operator }
aka '''least-number operator''' // least number operator
least-number_operator { 
https://encyclopediaofmath.org/wiki/Least-number_operator 
Ggl:"least number operator"
}

Ggl:minimization+operator
minimization+operator}
 
Ndict:"minimization operator"
Ggl:"minimization operator"
Bing:"minimization operator"
"minimization operator"
 
최소화연산자????
Naver:최소화연산자
Ggl:최소화연산자
Bing:최소화연산자
minimization+operator Up: [[최소화,minimization]] [[연산자,operator]] }

minimization}

@@ -48,3 +70,10 @@
minimizing vs reducing
minimization vs reduction
(usage on logic, math, ....)
 
----
Twin
 
MathWorld:Minimum = https://mathworld.wolfram.com/Minimum.html
 
RENAMETHISPAGE



(most) + (small, little)

n. minimum

opp. 최대


최소성minimality - DB
최소성,minimality - non-DB? // =최소성,minimality =,minimality 최소성 minimality
{
WtEn:minimality
NdEn:minimality
KmsE:minimality
Ndict:minimality
Ggl:minimality

최소성
Ndict:최소성
Ggl:최소성
}


최소화,minimization - math, optimization, ... =최소화,minimization =,minimization .
{
최소화 minimization
KmsK:최소화 ddddddddd
KmsE:minimization
Ndict:최소화 minimization
Ggl:최소화 minimization


Sub:
minimization_operator =,minimization_operator . minimization_operator
{


https://en.wikipedia.org/wiki/Μ_operator
"In computability_theory, the μ-operator, minimization operator, or unbounded search operator
// mu-operator minimization_operator unbounded_search_operator
// =,mu-operator =,minimization_operator =,unbounded_search_operator .
searches for the least natural_number with a given property.
Adding the μ-operator to the primitive_recursive_functions makes it possible to define all computable_functions." // Ndict:계산가능함수 Ggl:계산가능함수 ?
즉 최소의 자연수를 찾는 operator(연산자,operator 작용소,operator 오퍼레이터,operator)인데, ..

aka least-number operator // least number operator
least-number_operator {
https://encyclopediaofmath.org/wiki/Least-number_operator
Ggl:least number operator
}




minimization+operator Up: 최소화,minimization 연산자,operator }

minimization}


QQQ
minimizing vs reducing
minimization vs reduction
(usage on logic, math, ....)


Twin


RENAMETHISPAGE