타원,ellipse

Difference between r1.2 and the current

@@ -1,3 +1,5 @@
#noindex
##=====타원,ellipse =,ellipse 타원 ellipse
타원의 특수한 경우가 [[원,circle]].

----
@@ -71,6 +73,43 @@
[[elliptic_]] ... [[Srch:elliptic_]] [[Self:elliptic_]]

----
MKL
[[타원면]] and/or [[타원체]]
{
 
[[Date(2024-09-21T16:39:04)]]
 
KmsK:타원면
{
ellipsoid 타원면, 타원체
ellipsoidal 타원면의
prolate spheroid 길쭉한 회전타원면
spheroid 회전타원체, 회전타원면
spheroidal coordinate 회전타원면 좌표
}
 
KpsK:타원면
{
(1)회전 타원체 (2)회전 타원면 spheroid
}
 
KmsE:ellipsoid
{
WtEn:ellipsoid
} // ellipsoid ... NN:ellipsoid
 
KpsE:spheroid
{
WtEn:spheroid
} // spheroid ... NN:spheroid
 
KmsK:타원체
KpsK:타원체
NN:타원체
 
}
 
----


[[VG:타원,ellipse]]
@@ -79,5 +118,5 @@

----
Up:
[[geometry]] - [[기하,geometry]] or [[기하학,geometry]] ... (curr at [[WikiSandBox#geom]])
[[기하학,geometry]]
[[피겨,figure]] , [[셰이프,shape]]


타원의 특수한 경우가 원,circle.


Sub (elliptic_)

elliptic_operator
타원형연산자?
타원|타원형 연산자|작용소
연산자,operator 작용소,operator.
https://ja.wikipedia.org/wiki/楕円型作用素
cf.
semi-elliptic_operator =,semi-elliptic_operator . semi-elliptic_operator
semielliptic_operator =,semielliptic_operator . semielliptic_operator
semi-elliptic operator
WtEn:semi-elliptic_operator ? WtEn:semielliptic_operator ?
https://en.wikipedia.org/wiki/Semi-elliptic_operator
"a semi-elliptic operator is a partial differential operator satisfying a positivity condition slightly weaker than that of being an elliptic operator. "
Up: partial_differential_operator =,partial_differential_operator . partial_differential_operator { partial differential operator
elliptic_differential_operator =,elliptic_differential_operator . elliptic_differential_operator
WtEn:elliptic_differential_operator ?
=타원형미분연산자,elliptic_differential_operator ?
타원형미분연산자 (tentative pagename)
타원형 미분 연산자 (wk)
WpKo:타원형_미분_연산자 = https://ko.wikipedia.org/wiki/타원형_미분_연산자
"elliptic differential operator)는 라플라스형 연산자(linked to: 라플라스_연산자,Laplace_operator i.e. wk: WpKo:라플라스_연산자)와 유사한 일종의 양의 정부호성 조건을(positive_definiteness였나? WtEn:positive_definiteness ) 만족시키는 짝수차(QQQ) 미분 연산자이다."
Up: 타원,ellipse elliptic_operator? 미분연산자,differential_operator

elliptic_partial_differential_equation =,elliptic_partial_differential_equation . elliptic_partial_differential_equation |=,elliptic_PDE elliptic_PDE
{
Sub:




}


...



MKL
타원면 and/or 타원체
{

2024-09-22

KmsK:타원면
{
ellipsoid 타원면, 타원체
ellipsoidal 타원면의
prolate spheroid 길쭉한 회전타원면
spheroid 회전타원체, 회전타원면
spheroidal coordinate 회전타원면 좌표
}

KpsK:타원면
{
(1)회전 타원체 (2)회전 타원면 spheroid
}

KmsE:ellipsoid
{
WtEn:ellipsoid
} // ellipsoid ... NN:ellipsoid

KpsE:spheroid
{
WtEn:spheroid
} // spheroid ... NN:spheroid


}