- data source,
skat.r
write theSKAT.haplotypes
data inhp.csv
file. - data generation,
datagen.py
create train/dev/test data for torch model. - pytorch model: utils see
dataloader.py
,model.py
andutils.py
; training process seetrain.py
To run the whole process, see main.py
- torch model part finished
- datagen finished (some methods of generating have not been realized)
main.py
almost finished:- considering better design of simulation study;
- some questions concerning assessment metrics.
训练中使用的loss是(负的)后验概率 $$ \mathcal{L}(y, \pi, \sigma^2,\mu)= \log \sum_{i=1}^\mathrm{KMIX} \frac{\pi_i}{\sigma_i}\exp\left[ -\frac{(y-\mu_i)^2}{2\sigma_i^2} \right] $$
(今天晚上梯子好像挂掉了,push不上来= =所以只能先更新一下readme, sry)
- 跑通了整个代码(终于)
- python里算GMM的KL散度没有现成的工具,无奈目前用数值积分凑合一下,testset跑得很慢[500item/3min].
- 计算结果正确性在极端情况下存疑,和
R::FNN::KL.divergence
给出的结果有一定出入(大体还是相近
- 计算结果正确性在极端情况下存疑,和
- 暂时没能复现出来之前的结果,目前训练出来的testset KLloss稳定大于1,还在调查是算KL散度的numerical问题/训练框架的问题
- wandb.ai可以在上面看到训练参数&结果,还没开始做超参搜索的工作因为想先把之前的结果复现出来= =
数据为$\mathcal{D}=(G,X)$,实际生成过程为$\mathbb{P}(E|G,X)$,模型的部分为$\mathbb{P}(E|G)$(e.g.用一个更大的pre-training set训练出$\mathbb{P}(E|G)$,然后将其应用在$\mathcal{D}$上) ,得到 $$ {G_i,X_i}\mapsto { \mathbb{P}(E_i|G_i),X_i } $$ 然后在这个经过处理的$\mathcal{D}$上尝试用conformal prediction方法,得到一些检验结果。
i.e.在$\mathbb{P}(E|G)$其实包含了一些$X$的信息,所以我们在训练模型的时候原则上还是应该让模型去预测/学习那个ground truth, say
- 后面再说,先把GMM预测模型搞好罢(哭)
主要解决了一些工程问题;有一些初步的结果,完成了接下来的框架,在研究搬到服务器上的事。 detailed online report
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