diff options
Diffstat (limited to 'dw/table.hh')
| -rw-r--r-- | dw/table.hh | 22 |
1 files changed, 11 insertions, 11 deletions
diff --git a/dw/table.hh b/dw/table.hh index d83beade..87bbaa76 100644 --- a/dw/table.hh +++ b/dw/table.hh @@ -14,7 +14,7 @@ namespace dw { * * The dw::Table widget is used to render HTML tables. * - * Each cell is itself an own widget. Any widget may be used, however, in + * Each cell is itself a separate widget. Any widget may be used, however, in * dillo, only instances of dw::Textblock and dw::TableCell are used as * children of dw::Table. * @@ -25,7 +25,7 @@ namespace dw { * * The following diagram shows the dependencies between the different * functions, which are related to size calculation. Click on the boxes - * for more informations. + * for more information. * * \dot * digraph G { @@ -128,7 +128,7 @@ namespace dw { * \f$e_{\hbox{span},i,\min}\f$ (but not \f$e_{\hbox{span},i,\max}\f$) * are calculated from cells with colspan > 1. (In the following formulas, * the cell at \f$(i_1, j)\f$ always span from \f$i_1\f$ to \f$i_2\f$.) - * If the minimal width of the column exeeds the sum of the column minima + * If the minimal width of the column exceeds the sum of the column minima * calculated in the last step: * * \f[e_{\hbox{cell},i_1,j,\min} > @@ -137,7 +137,7 @@ namespace dw { * then the minimal width of this cell is apportioned to the columns: * * <ul> - * <li> If the minimal width of this cell also exeeds the sum of the + * <li> If the minimal width of this cell also exceeds the sum of the * column maxima: * * \f[e_{\hbox{cell},i_1,j,\min} > @@ -170,7 +170,7 @@ namespace dw { * \f[ e_{i,\max} = * \max \{ e_{\hbox{base},i,\max}, e_{i,\min} \} \f] * For the maxima, there is no \f$e_{\hbox{span},i,\max}\f$, but it has to - * be assured, that the maximum is always greater or equal than/to the + * be assured, that the maximum is always greater than or equal to the * minimum. * </ol> * @@ -199,15 +199,15 @@ namespace dw { * * <ul> * <li> the specified absolute width of the table, when given, or - * <li> the available width (set by dw::Table::setWidth) times the specifies - * percentage width pf t(at max 100%), if the latter is given, or + * <li> the available width (set by dw::Table::setWidth) times the specified + * percentage width of t(at max 100%), if the latter is given, or * <li> otherwise the available width. * </ul> * * In any case, it is corrected, if it is less than the minimal width * (but not if it is greater than the maximal width). * - * \bug The parantheses is not fully clear, look at the old code. + * \bug The parentheses is not fully clear, look at the old code. * * Details on differences because of styles are omitted. Below, this * total width is called \f$W\f$. @@ -230,7 +230,7 @@ namespace dw { * * <li> Then, calculate the sum of the widths, which the columns with * percentage width specification would allocate, when fully adhering to - * then: + * them: * * \f[W_{\hbox{columns}_\%,\hbox{best}} = W \sum w_{i,\%}\f] * @@ -274,7 +274,7 @@ namespace dw { * <h5>Column Widths</h5> * * The column widths are now simply calculated by applying the - * apportenment function. + * apportionment function. * * * <h5>Row Heights</h5> @@ -286,7 +286,7 @@ namespace dw { * The algorithm described here tends to result in more homogeneous column * widths. * - * The following rule lead to well-defined \f$w_{i}\f$: All columns + * The following rule leads to well-defined \f$w_{i}\f$: All columns * \f$i\f$ have have the same width \f$w\f$, except: * <ul> * <li> \f$w < e_{i,\min}\f$, or |