Difference between r1.4 and the current
@@ -1,10 +1,21 @@
TODO
[[wheel_theory]]에서 [[wheel]] : "a type of [[앨지브라,algebra]] (in the sense of [[보편대수,universal_algebra]]) where '''division''' is always defined. In particular, [[division_by_zero]] is meaningful. The real numbers can be extended to a wheel, as can any [[가환환,commutative_ring]]." (WpEn:Wheel_theory)
mentions
Contrast: [[곱셈,multiplication]]
정수나눗셈과 그렇지 않은 나눗셈을 PAGE 나누는 게 좋으려나? 일단 section은 확실히 나누어야 하는 건 당연하고.
정수나눗셈([[정수나눗셈,integer_division]]? Ndict:정수+나눗셈 Ggl:정수+나눗셈 ...)과 그렇지 않은 나눗셈을 PAGE 나누는 게 좋으려나? 일단 section은 확실히 나누어야 하는 건 당연하고.
----WtEn:wheel_theory
https://en.wikipedia.org/wiki/Wheel_theory[[wheel_theory]]에서 [[wheel]] : "a type of [[앨지브라,algebra]] (in the sense of [[보편대수,universal_algebra]]) where '''division''' is always defined. In particular, [[division_by_zero]] is meaningful. The real numbers can be extended to a wheel, as can any [[가환환,commutative_ring]]." (WpEn:Wheel_theory)
mentions
[[bottom_element]] { https://en.wikipedia.org/wiki/Bottom_element is redir to.. }
[[bottom_element]] =,bottom_element =,bottom_element . bottom_element
{
WpEn:Bottom_element = https://en.wikipedia.org/wiki/Bottom_element
redir to.. WpEn:Greatest_element_and_least_element = https://en.wikipedia.org/wiki/Greatest_element_and_least_element
MKL
[[greatest_element]]
[[least_element]]
Up: [[보텀,bottom]] [[원소,element]] [[순서론,order_theory]] xxx WtEn:bottom_element "bottom element" Ggl:"bottom element"
} // bottom element
Contrast: [[곱셈,multiplication]]
@@ -37,7 +48,7 @@
form이 어느정도 pagename으로 알맞은
[[약수,divisor]] / [[인자,divisor]] <- TBD
[[나뉠_수,dividend]]
[[나뉠_수,dividend]] 보다는 [[나뉠수,dividend]]
[[나누어짐,divisibility]]'''나눗셈,division'''
[[나눗셈대수,division_algebra]]
@@ -71,3 +82,22 @@
평행선의_대칭점,symmetry_point_of_divergent_parallels
... [[대칭점,symmetry_point]] ?
}
... [[대칭점,symmetry_point]] ?
}
= Euclidean_division =
[[Euclidean_division]] =,Euclidean_division =,Euclidean_division . Euclidean_division
{
WtEn:Euclidean_division
WpSp:Euclidean_division
WpEn:Euclidean_division
Euclidean division
Ggl:"Euclidean division"
Bing:"Euclidean division"
Ndict:"Euclidean division"
"Euclidean division"
}
MKL [[Euclidean_algorithm]]
= Egyptian =
https://everything2.com/title/Egyptian+division
TODO
정수나눗셈(정수나눗셈,integer_division? 정수 나눗셈 정수 나눗셈 ...)과 그렇지 않은 나눗셈을 PAGE 나누는 게 좋으려나? 일단 section은 확실히 나누어야 하는 건 당연하고.
정수나눗셈(정수나눗셈,integer_division? 정수 나눗셈 정수 나눗셈 ...)과 그렇지 않은 나눗셈을 PAGE 나누는 게 좋으려나? 일단 section은 확실히 나누어야 하는 건 당연하고.
wheel_theory
https://en.wikipedia.org/wiki/Wheel_theory
wheel_theory에서 wheel : "a type of 앨지브라,algebra (in the sense of 보편대수,universal_algebra) where division is always defined. In particular, division_by_zero is meaningful. The real numbers can be extended to a wheel, as can any 가환환,commutative_ring." (Wheel_theory)
mentions
bottom_element =,bottom_element =,bottom_element . bottom_element
{
Bottom_element = https://en.wikipedia.org/wiki/Bottom_element
greatest_element
least_element
https://en.wikipedia.org/wiki/Wheel_theory
wheel_theory에서 wheel : "a type of 앨지브라,algebra (in the sense of 보편대수,universal_algebra) where division is always defined. In particular, division_by_zero is meaningful. The real numbers can be extended to a wheel, as can any 가환환,commutative_ring." (Wheel_theory)
mentions
bottom_element =,bottom_element =,bottom_element . bottom_element
{
Bottom_element = https://en.wikipedia.org/wiki/Bottom_element
redir to.. Greatest_element_and_least_element = https://en.wikipedia.org/wiki/Greatest_element_and_least_element
MKLgreatest_element
least_element
Up: 보텀,bottom 원소,element 순서론,order_theory xxx bottom_element "bottom element" bottom element
} // bottom element
} // bottom element
Contrast: 곱셈,multiplication
0으로 나누기
0으로 나누기
"0으로 나누기"
division by zero
division by zero
"division by zero"
}
// TMP, DEL OK / via kms divi 대충 이런거였나? 아무튼 나눗셈관련 항목들을 이 wiki pagename식으로 변환한 것. 2023-08
{
우선 명사가 아닌것
divide v. 나누다
divisible adj. 나누어지는
{
우선 명사가 아닌것
divide v. 나누다
divisible adj. 나누어지는
form이 어느정도 pagename으로 알맞은
약수,divisor / 인자,divisor <- TBD
나뉠_수,dividend 보다는 나뉠수,dividend
나누어짐,divisibility
나눗셈,division
나눗셈대수,division_algebra
나눔연쇄조건,division_chain_condition
나눔틀,division_frame
등분,division_into_equal_parts
나눔점,division_points
나눗셈환,division_ring
나눔공간,division_space
약수아이디얼,divisor_ideal
기본인자,elementary_divisor
외분,external_division
정수인자,integral_divisor
내분,internal_division
내분점,internally_dividing_point
연속체,nonindividual_body
소인수,prime_divisor
조립제법,synthetic_division
영인자,zero_divisor
세분,subdivision
단체세분,simplicial_subdivision
약수,divisor / 인자,divisor <- TBD
나뉠_수,dividend 보다는 나뉠수,dividend
나누어짐,divisibility
나눗셈,division
나눗셈대수,division_algebra
나눔연쇄조건,division_chain_condition
나눔틀,division_frame
등분,division_into_equal_parts
나눔점,division_points
나눗셈환,division_ring
나눔공간,division_space
약수아이디얼,divisor_ideal
기본인자,elementary_divisor
외분,external_division
정수인자,integral_divisor
내분,internal_division
내분점,internally_dividing_point
연속체,nonindividual_body
소인수,prime_divisor
조립제법,synthetic_division
영인자,zero_divisor
세분,subdivision
단체세분,simplicial_subdivision
이건 글쎄?
차분, 분할차분 divided_difference ..... rel 차분,difference rel 차이,difference
호제법, 연제법 division_algorithm
가우스(의)_발산정리,Gauss_divergence_theorem Gauss_divergence_theorem
최대공약수,_최대공약원,greatest_common_divisor greatest_common_divisor
내분비,ratio_of_internal_division ratio_of_internal_division
이차무게중심분할,second_barycentric_subdivision
평행선의_대칭점,symmetry_point_of_divergent_parallels
차분, 분할차분 divided_difference ..... rel 차분,difference rel 차이,difference
호제법, 연제법 division_algorithm
가우스(의)_발산정리,Gauss_divergence_theorem Gauss_divergence_theorem
최대공약수,_최대공약원,greatest_common_divisor greatest_common_divisor
내분비,ratio_of_internal_division ratio_of_internal_division
이차무게중심분할,second_barycentric_subdivision
평행선의_대칭점,symmetry_point_of_divergent_parallels
... 대칭점,symmetry_point ?
}Euclidean_division ¶
Euclidean_division =,Euclidean_division =,Euclidean_division . Euclidean_division
{
Euclidean_division
Euclidean_division
Euclidean_division
{
Euclidean_division
Euclidean_division
Euclidean_division