Revision as of 07:44, 5 September 2006

Help on editing

First you need to sign-up for an account on OWW.
Next go into one of the sample abstracts and click the edit tab at the top of the screen. Copy the code that is there to your clipboard.
Next click on your name on the registered delegates list. This is updated at least every Friday.
You can now copy the example abstract into your abstract page and paste your own text there.
Create your first link by adding double square brackets around a word and saving the page.
You can get more help on editing here.

Q) Can't everyone edit my abstract?
A) OpenWetWare is a growing on-line community of scientists. Whilst it is possible that somebody would vandalise your page, it is very unlikely, as each user account is linked to a lab and university. However, if you are worried about vandalism, you can check the history of your page by clicking history to see that only you have edited it. You can also click "my watchlist" in the top right corner of your screen and keep track of all changes to this page in the future.

Q) Do I have to submit my abstract via the wiki?
A) If you really have trouble using the wiki or your would prefer not to publish your abstract to the world just yet, then please add the title, and e-mail the contents to abstracts@biosysbio.com to be considered for a talk or poster.

@@ Line 13: / Line 13: @@
 *Q) Do I have to submit my abstract via the wiki?
 *A) If you really have trouble using the wiki or your would prefer not to publish your abstract to the world just yet, then please add the title, and e-mail the contents to abstracts@biosysbio.com to be considered for a talk or poster.
-Plaint tex
-<math>
-{{\rm 1} \over {\rm H}}\sum\limits_{i = 1}^n {f(\phi _i ,\psi _i )}  = 10^2
-</math>
-AMS Latex
-<math>
-\frac{\text{1}}
-{\text{H}}\sum\limits_{i = 1}^n {f(\phi _i ,\psi _i )}  = 10^2
-</math>
-<math>
-\frac{\text{1}}{\text{H}}\sum\limits_{i = 1}^n {f(\phi _i ,\psi _i )}  = 10^2
-</math>
-<math>
-\frac{{\rm 1}}{{\rm H}}\sum\limits_{i = 1}^n {f(\phi _i ,\psi _i )}  = 10^2
-</math>