| strict digraph model { |
| graph [ordering=in rankdir=TB size="12.0,12.0"] |
| node [align=left fontname="Linux libertine" fontsize=10 height=0.2 margin=0 ranksep=0.1 shape=plaintext style=filled] |
| edge [fontsize=10] |
| 0 [label=< |
| <TABLE BORDER="0" CELLBORDER="1" |
| CELLSPACING="0" CELLPADDING="4"> |
| <TR><TD>input-tensor<BR/>depth:0</TD><TD>(1, 10, 128)</TD></TR> |
| </TABLE>> fillcolor=lightyellow] |
| 1 [label=< |
| <TABLE BORDER="0" CELLBORDER="1" |
| CELLSPACING="0" CELLPADDING="4"> |
| <TR> |
| <TD ROWSPAN="2">RNN<BR/>depth:1</TD> |
| <TD COLSPAN="2">input:</TD> |
| <TD COLSPAN="2">(1, 10, 128) </TD> |
| </TR> |
| <TR> |
| <TD COLSPAN="2">output: </TD> |
| <TD COLSPAN="2">(1, 10, 128), (1, 1, 128) </TD> |
| </TR> |
| </TABLE>> fillcolor=darkseagreen1] |
| 2 [label=< |
| <TABLE BORDER="0" CELLBORDER="1" |
| CELLSPACING="0" CELLPADDING="4"> |
| <TR> |
| <TD ROWSPAN="2">Dropout<BR/>depth:1</TD> |
| <TD COLSPAN="2">input:</TD> |
| <TD COLSPAN="2">(1, 10, 128) </TD> |
| </TR> |
| <TR> |
| <TD COLSPAN="2">output: </TD> |
| <TD COLSPAN="2">(1, 10, 128) </TD> |
| </TR> |
| </TABLE>> fillcolor=darkseagreen1] |
| 3 [label=< |
| <TABLE BORDER="0" CELLBORDER="1" |
| CELLSPACING="0" CELLPADDING="4"> |
| <TR> |
| <TD ROWSPAN="2">__getitem__<BR/>depth:1</TD> |
| <TD COLSPAN="2">input:</TD> |
| <TD COLSPAN="2">(1, 10, 128) </TD> |
| </TR> |
| <TR> |
| <TD COLSPAN="2">output: </TD> |
| <TD COLSPAN="2">(1, 128) </TD> |
| </TR> |
| </TABLE>> fillcolor=aliceblue] |
| 4 [label=< |
| <TABLE BORDER="0" CELLBORDER="1" |
| CELLSPACING="0" CELLPADDING="4"> |
| <TR> |
| <TD ROWSPAN="2">Linear<BR/>depth:1</TD> |
| <TD COLSPAN="2">input:</TD> |
| <TD COLSPAN="2">(1, 128) </TD> |
| </TR> |
| <TR> |
| <TD COLSPAN="2">output: </TD> |
| <TD COLSPAN="2">(1, 1) </TD> |
| </TR> |
| </TABLE>> fillcolor=darkseagreen1] |
| 5 [label=< |
| <TABLE BORDER="0" CELLBORDER="1" |
| CELLSPACING="0" CELLPADDING="4"> |
| <TR><TD>output-tensor<BR/>depth:0</TD><TD>(1, 1)</TD></TR> |
| </TABLE>> fillcolor=lightyellow] |
| 0 -> 1 |
| 1 -> 2 |
| 2 -> 3 |
| 3 -> 4 |
| 4 -> 5 |
| } |
|
|