5Koch, Baker and Alcouffe based partitioning. This is an overlayed ortho-grid based partitioner
6
7
8## Example usage:
9Create this object:
10\code
11params =
12{
13 param_name1 = value1,
14 param_name2 = value2,
15 --etc.
16}
17chi.KBAGraphPartitioner.Create(params)
18\endcode
19## Optional Input parameters
20\htmlonly
21
22<div style="display: block;">
23<button type="button" class="droppy2" style=
24"
25background-color: #edf0f5;
26color: #9373A5;
27cursor: pointer;
28border: none;
29text-align: left;
30outline: none;
31font-size: 15px;
32margin: 2px 2px;
33border: 2px solid #687372;
34display: block;
35width: 100%;
36vertical-align: middle;
37padding-top: 4px;
38padding-bottom: 0px;
39"
40><span class="arrow" style="padding-left: 0px;">►</span><TT><B>nx</B></TT><span style="color: #c4c1c0;">       The number of partitions in x</span></button>
41<div class="content" style="display: none;">
42 <p><I>type=</I><span style="color: blue;"><TT>INTEGER</TT></span>. The number of partitions in x
64><span class="arrow" style="padding-left: 0px;">►</span><TT><B>ny</B></TT><span style="color: #c4c1c0;">       The number of partitions in y</span></button>
65<div class="content" style="display: none;">
66 <p><I>type=</I><span style="color: blue;"><TT>INTEGER</TT></span>. The number of partitions in y
88><span class="arrow" style="padding-left: 0px;">►</span><TT><B>nz</B></TT><span style="color: #c4c1c0;">       The number of partitions in z</span></button>
89<div class="content" style="display: none;">
90 <p><I>type=</I><span style="color: blue;"><TT>INTEGER</TT></span>. The number of partitions in z