RPN
2016-11-01 11:03:20 0 举报逆波兰表示法（Reverse Polish Notation，简称RPN）是一种不需要括号来表示运算优先级和结合性的数学表达式。它使用后缀表达式来描述计算过程，例如将两个数相加的表达式“2 + 3”写成“2 3 +”。在RPN中，每个操作符后面都跟着一个或多个操作数，最后一个操作数是整个表达式的结果。这种表示方法的优点是可以简化表达式的解析和计算过程，因为不需要处理括号和优先级问题。然而，它也有一个缺点，就是对于初学者来说可能不太直观，需要一定的学习和适应过程。
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大纲/内容
rpn_bbox_targets1*36*38*63
conv5_3_relu5_3_0_split_01x512x38x63
rois1x5
rpn_bbox_inside_weights1*36*38*63
rpn_conv(rpn/output)1x512x38x63
rpn_cls_score_rpn_cls_score_0_split_11x18x38x63
gt_boxes_input-data_2_split_01x4
rpn/output_rpn_relu/3x3_0_split_01x512x38x63
bbox_inside_weights1x84
rpc_loss_cls1
rpn_bbox_pred1x36x38x63
roi-datatype:python
rpn_rois1x5
rpn_cls_score1x18x38x63
reshapeshape { dim: 0 dim: 18 dim: -1 dim: 0 }
rpn_cls_score_reshape1x2x342x63
rpn_data
gt_boxes_input-data_2_split_11x4
rpn/output_rpn_relu/3x3_0_split_11x512x38x63
rpn_cls_score_reshape_rpn_cls_score_reshape_0_split1x2x342x63
rpn_cls_prob_reshape 1x18x38x63
rpn/output_rpn_relu/3x3_0_split1x512x38x63
rpn_cls_score_rpn_cls_score_0_split_01x18x38x63
rpc_loss_clstyoe:SoftmaxWithLossloss_weight: 1
labels1x1
im_info_input-data_1_split_11x3
rpn_cls_score_reshapeshape { dim: 0 dim: 2 dim: -1 dim: 0 }
rpn_bbox_pred_rpn_bbox_pred_0_split1x36x38x63
data_input-data_0_split_11x3x600x1000
rpn_bbox_pred_rpn_bbox_pred_0_split_01x36x38x63
im_info_input-data_1_split_01x3
rpn_loss_bbox1
rpn_loss_bboxtype:SmoothL1Lossloss_weight: 1
Proposaltype:python
bbox_targets1x84
rpn_cls_probtype:softmax1x2x342x63
rpn_bbox_pred_rpn_bbox_pred_0_split_11x36x38x63
rpn_cls_score_reshape_rpn_cls_score_reshape_0_split_11x2x342x63
rpn_labels)1*1*342*63
rpn_cls_score_rpn_cls_score_0_split1x18x38x63
rpn_bbox_outside_weights1*36*38*63
bbox_outside_weights1x84
rpn_cls_score_reshape_rpn_cls_score_reshape_0_split_01x2x342x63
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