| version 1.62, 2021/02/04 08:12:12 |
version 1.63, 2021/02/22 00:46:53 |
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| %% $OpenXM: OpenXM/src/asir-doc/exp/exp-ja.texi,v 1.61 2021/01/20 07:57:24 takayama Exp $ |
%% $OpenXM: OpenXM/src/asir-doc/exp/exp-ja.texi,v 1.62 2021/02/04 08:12:12 takayama Exp $ |
| \input texinfo-ja |
\input texinfo-ja |
| @iftex |
@iftex |
| @catcode`@#=6 |
@catcode`@#=6 |
| Line 3280 L - (1/N)*dt*M が I の元となる. したがって |
|
| Line 3280 L - (1/N)*dt*M が I の元となる. したがって |
|
| @iftex |
@iftex |
| @tex |
@tex |
| $L \cdot \int_a^b f(x,t) dt - {{1}\over{N}}[M\cdot f]_{t=a}^{t=b} = 0$ |
$L \cdot \int_a^b f(x,t) dt - {{1}\over{N}}[M\cdot f]_{t=a}^{t=b} = 0$ |
| |
@end tex |
| @end iftex |
@end iftex |
| @ifinfo |
@ifinfo |
| L integral(f(x,t),[t,a,b]) - (1/N)[(Mf)(a)-(Mf)(b)]=0 |
L integral(f(x,t),[t,a,b]) - (1/N)[(Mf)(a)-(Mf)(b)]=0 |
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