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\frac{{a+b+ \atop c+d}}{4}Search found 3 matches
- Mon May 23, 2011 6:15 pm
- Forum: Math & Science
- Topic: split numerator over two lines
- Replies: 3
- Views: 6706
split numerator over two lines
There actually is a good solution for the problem I encountered. The key is \atop. For example:
- Wed May 18, 2011 9:23 pm
- Forum: Math & Science
- Topic: split numerator over two lines
- Replies: 3
- Views: 6706
split numerator over two lines
you could use an array environment for the numerator.
Yes, but i thought there is a more elegant solution. Besides, the equation is a part of
\begin{subequations}
\begin{align}
.... %subequations here
\vec{u}_{i,j,k+1/2} &= \left(\frac{u_{i-1/2,j,k}+u_{i+1/2,j,k}+u_{i-1/2,j,k+1}+u_{i+1/2,j,k ...
- Wed May 18, 2011 10:32 am
- Forum: Math & Science
- Topic: split numerator over two lines
- Replies: 3
- Views: 6706
split numerator over two lines
Hello,
I have a long fraction that doesn't fit on a page:
\vec{u}_{i+1/2,j,k} = \left(u_{i+1/2,j,k}, \frac{v_{i,j-1/2,k}+v_{i,j+1/2,k}+v_{i+1,j-1/2,k}+v_{i+1,j+1/2,k}}{4}, \frac{w_{i,j,k-1/2}+w_{i,j,k+1/2}+w_{i+1,j,k-1/2}+w_{i+1,j,k+1/2}}{4} \right) ,
What I would like to do, is to split the ...
I have a long fraction that doesn't fit on a page:
\vec{u}_{i+1/2,j,k} = \left(u_{i+1/2,j,k}, \frac{v_{i,j-1/2,k}+v_{i,j+1/2,k}+v_{i+1,j-1/2,k}+v_{i+1,j+1/2,k}}{4}, \frac{w_{i,j,k-1/2}+w_{i,j,k+1/2}+w_{i+1,j,k-1/2}+w_{i+1,j,k+1/2}}{4} \right) ,
What I would like to do, is to split the ...
