Difference between r1.5 and the current
@@ -1,4 +1,19 @@
#noindex
##=미분형식,differential_form =,differential_form 미분형식 differential_form PAGE IS HERE----
tmp; [[물리학,physics]]의 [[차원,dimension]]관련해
{{{f and df are of the same dimensions.
1/df is the reciprocal of df.
Hence,
dt : [T]
d/dt : [T]^{-1}
d^2/dt^2=(d/dt)^2 : [T]^{-2}
Note that f, df, d^2f are all of the same dimensions.}}}
from https://cafe.naver.com/kpope/2391
----
from 형식, merge.{
미분형식
@@ -46,6 +61,8 @@
= MKL =
[[라이프니츠_표기법,Leibniz_notation]]
[[미분연산자,differential_operator]]
[[미분연산자,differentiation_operator]]
[[공변벡터,covariant_vector]] (AKA [[코벡터,covector]](?))=공변벡터,covariant_vector =,covariant_vector | =코벡터,covector =,covector .
{
f and df are of the same dimensions.
1/df is the reciprocal of df.
Hence,
dt : [T]
d/dt : [T]^{-1}
d^2/dt^2=(d/dt)^2 : [T]^{-2}
Note that f, df, d^2f are all of the same dimensions.from 형식, merge.
{
미분형식
미분 형식
differential form
{
미분형식
미분 형식
differential form
미분형식_(differential_forms)과_다변수_미적분학 = https://wiki.mathnt.net/index.php?title=미분형식_(differential_forms)과_다변수_미적분학}
![[https]](/wiki/imgs/https.png)
3. MKL ¶
라이프니츠_표기법,Leibniz_notation
미분연산자,differential_operator
미분연산자,differentiation_operator
공변벡터,covariant_vector (AKA 코벡터,covector(?))
=공변벡터,covariant_vector =,covariant_vector | =코벡터,covector =,covector .
{
현재 local의 미분형식 section내에 있음
미분연산자,differential_operator
미분연산자,differentiation_operator
공변벡터,covariant_vector (AKA 코벡터,covector(?))
=공변벡터,covariant_vector =,covariant_vector | =코벡터,covector =,covector .
{
현재 local의 미분형식 section내에 있음
(AKA 코벡터 covector)??
random links; merge to 본문