RetinaNet+focal loss

one stage 精度不高，一个主要原因是正负样本的不平衡，以YOLO为例，每个grid cell有5个预测，本来正负样本的数量就有差距，再相当于进行5倍放大后，这种数量上的差异更会被放大。

文中提出新的分类损失函数Focal loss，该损失函数通过抑制那些容易分类样本的权重，将注意力集中在那些难以区分的样本上，有效控制正负样本比例，防止失衡现象。也就是focal loss用于解决正负样本不平衡与难易样本不平衡的问题．

其中用于控制正负样本的数量失衡，用于控制简单/难区分样本数量失衡。一般=0.25,=2.也就是正样本ｌｏｓｓ相对增加，负样本ｌｏｓｓ相对减少,负样本相比正样本ｌｏｓｓ减少的倍数为３，同时困难样本ｌｏｓｓ相对增加，简单样本ｌｏｓｓ相对减少．

模型采用FPN，P3到P7,其中P7能够增加对大物体的检测。

在FPN的P3-P7中分别设置32x32-512x512尺寸不等的anchor，比例设置为{1:2, 1:1, 2:1}。每一层一共有9个anchor，不同层能覆盖的size范围为32-813。对每一个anchor，都对应一个K维的one-hot向量（K是类别数）和4维的位置回归向量。

同时分类子网对A个anchor，每个anchor中的K个类别，都预测一个存在概率。如下图所示，对于FPN的每一层输出，对分类子网来说，加上四层3x3x256卷积的FCN网络，最后一层的卷积稍有不同，用3x3xKA，最后一层维度变为KA表示，对于每个anchor，都是一个K维向量，表示每一类的概率，然后因为one-hot属性，选取概率得分最高的设为1，其余k-1为归0。传统的RPN在分类子网用的是1x1x18，只有一层，而在RetinaNet中，用的是更深的卷积，总共有5层，实验证明，这种卷积层的加深，对结果有帮助。与分类子网并行，对每一层FPN输出接上一个位置回归子网，该子网本质也是FCN网络，预测的是anchor和它对应的一个GT位置的偏移量。首先也是4层256维卷积，最后一层是4A维度，即对每一个anchor，回归一个（x,y,w,h）四维向量。注意，此时的位置回归是类别无关的。分类和回归子网虽然是相似的结构，但是参数是不共享的。

代码：

正负样本计算loss的两种方式


import torch
import torch.nn.functional as Fdef focal_loss_one(alpha, beta, cls_preds, gts):print('======第一种实现方式=======')num_pos = gts.sum()print('==num_pos:', num_pos)alpha_tensor = torch.ones_like(cls_preds) * alphaalpha_tensor = torch.where(torch.eq(gts, 1.), alpha_tensor, 1. - alpha_tensor)print('===alpha_tensor===', alpha_tensor)preds = torch.where(torch.eq(gts, 1.), cls_preds, 1. - cls_preds)print('===1. - preds===', 1. - preds)focal_weight = alpha_tensor * torch.pow((1. - preds), beta)print('==focal_weight:', focal_weight)batch_bce_loss = -(gts * torch.log(cls_preds) + (1. - gts) * torch.log(1. - cls_preds))batch_focal_loss = focal_weight * batch_bce_lossprint('==batch_focal_loss:', batch_focal_loss)batch_focal_loss = batch_focal_loss.sum()print('== batch_focal_loss:', batch_focal_loss)print('==batch_focal_loss.item():', batch_focal_loss.item())if num_pos != 0:mean_batch_focal_loss = batch_focal_loss / num_poselse:mean_batch_focal_loss = batch_focal_lossprint('==mean_batch_focal_loss:', mean_batch_focal_loss)def focal_loss_two(alpha, beta, cls_preds, gts):print('======第二种实现方式=======')pos_inds = (gts == 1.0).float()print('==pos_inds:', pos_inds)neg_inds = (gts != 1.0).float()print('===neg_inds:', neg_inds)pos_loss = -pos_inds * alpha * (1.0 - cls_preds) ** beta * torch.log(cls_preds)neg_loss = -neg_inds * (1 - alpha) * ((cls_preds) ** beta) * torch.log(1.0 - cls_preds)num_pos = pos_inds.float().sum()print('==num_pos:', num_pos)pos_loss = pos_loss.sum()neg_loss = neg_loss.sum()if num_pos == 0:mean_batch_focal_loss = neg_losselse:mean_batch_focal_loss = (pos_loss + neg_loss) / num_posprint('==mean_batch_focal_loss:', mean_batch_focal_loss)def focal_loss_three(alpha, beta, cls_preds, gts):print('======第三种实现方式=======')num_pos = gts.sum()pred_sigmoid = cls_predstarget = gts.type_as(pred_sigmoid)pt = (1 - pred_sigmoid) * target + pred_sigmoid * (1 - target)focal_weight = (alpha * target + (1 - alpha) *(1 - target)) * pt.pow(beta)batch_focal_loss = F.binary_cross_entropy(pred_sigmoid, target, reduction='none') * focal_weightbatch_focal_loss = batch_focal_loss.sum()if num_pos != 0:mean_batch_focal_loss = batch_focal_loss / num_poselse:mean_batch_focal_loss = batch_focal_lossprint('==mean_batch_focal_loss:', mean_batch_focal_loss)
bs = 2
num_class = 3
alpha = 0.25
beta = 2
# (B, cls)
cls_preds = torch.rand([bs, num_class], dtype=torch.float)
print('==cls_preds:', cls_preds)
gts = torch.tensor([0, 2])
# (B, cls)
gts = F.one_hot(gts, num_classes=num_class).type_as(cls_preds)
print('===gts===', gts)
focal_loss_one(alpha, beta, cls_preds, gts)
focal_loss_two(alpha, beta, cls_preds, gts)
focal_loss_three(alpha, beta, cls_preds, gts)

只有正样本计算loss:

import torch
import torch.nn as nn
import torch.nn.functional as F
from torch.autograd import Variableclass FocalLoss(nn.Module):"""This criterion is a implemenation of Focal Loss, which is proposed inFocal Loss for Dense Object Detection.Loss(x, class) = - \alpha (1-softmax(x)[class])^gamma \log(softmax(x)[class])The losses are averaged across observations for each minibatch.Args:alpha(1D Tensor, Variable) : the scalar factor for this criteriongamma(float, double) : gamma > 0; reduces the relative loss for well-classiﬁed examples (p > .5),putting more focus on hard, misclassiﬁed examplessize_average(bool): By default, the losses are averaged over observations for each minibatch.However, if the field size_average is set to False, the losses areinstead summed for each minibatch."""def __init__(self, class_num, alpha=None, gamma=2, size_average=True):super(FocalLoss, self).__init__()if alpha is None:self.alpha = Variable(torch.ones(class_num, 1))else:if isinstance(alpha, Variable):self.alpha = alphaelse:self.alpha = Variable(alpha)self.gamma = gammaself.class_num = class_numself.size_average = size_averagedef forward(self, inputs, targets):N = inputs.size(0)C = inputs.size(1)P = F.softmax(inputs, dim=-1)print('===P:', P)#.data 获取variable的tensorclass_mask = inputs.data.new(N, C).fill_(0)class_mask = Variable(class_mask)ids = targets.view(-1, 1)class_mask.scatter_(1, ids.data, 1.)#得到onehotprint('==class_mask:', class_mask)if inputs.is_cuda and not self.alpha.is_cuda:self.alpha = self.alpha.cuda()alpha = self.alpha[ids.data.view(-1)]print('==alpha:', alpha)probs = (P*class_mask).sum(1).view(-1, 1)print('==probs:', probs)log_p = probs.log()batch_loss = -alpha*(torch.pow((1-probs), self.gamma))*log_pif self.size_average:loss = batch_loss.mean()else:loss = batch_loss.sum()return lossdef debug_focal():import numpy as np#只对困难样本计算lossloss = FocalLoss(class_num=8)#, alpha=torch.tensor([0.25,0.25,0.25,0.25,0.25,0.25,0.25,0.25]).reshape(-1, 1))inputs = torch.rand(2, 8)print('==inputs:', inputs)# print('==inputs.data:', inputs.data)# targets = torch.from_numpy(np.array([[1,0,0,0,0,0,0,0],#                                      [0,1,0,0,0,0,0,0]]))targets = torch.from_numpy(np.array([0, 1]))cost = loss(inputs, targets)print('===cost===:', cost)if __name__ == '__main__':debug_focal()

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