Пример #1
0
def getLoader(db):
    if db == 'syn':
        loader = dataloader.TestLoader(f_test)
    elif db == 'human36':
        loader = dataloader.Human36Loader()
    elif db == 'cad120':
        loader = dataloader.Cad120Loader()
    elif db == 'biwi':
        loader = dataloader.BIWILoader()
    elif db == 'biwiid':
        loader = dataloader.BIWIIDLoader()
    return loader
Пример #2
0
def testBIWIID(modelin=args.model,outfile=args.out,optimize=args.opt):
    # define model, dataloader, 3dmm eigenvectors, optimization method
    calib_net = CalibrationNet3(n=1)
    sfm_net = CalibrationNet3(n=199)
    if modelin != "":
        calib_path = os.path.join('model','calib_' + modelin)
        sfm_path = os.path.join('model','sfm_' + modelin)
        calib_net.load_state_dict(torch.load(calib_path))
        sfm_net.load_state_dict(torch.load(sfm_path))
    calib_net.eval()
    sfm_net.eval()

    # mean shape and eigenvectors for 3dmm
    data3dmm = dataloader.SyntheticLoader()
    mu_lm = torch.from_numpy(data3dmm.mu_lm).float().detach()
    mu_lm[:,2] = mu_lm[:,2]*-1
    lm_eigenvec = torch.from_numpy(data3dmm.lm_eigenvec).float().detach()
    sigma = torch.from_numpy(data3dmm.sigma).float().detach()
    sigma = torch.diag(sigma.squeeze())
    lm_eigenvec = torch.mm(lm_eigenvec, sigma)

    # define loader
    loader = dataloader.BIWIIDLoader()
    f_pred = []
    shape_pred = []
    error_2d = []
    error_relf = []
    error_rel3d = []
    for idx in range(len(loader)):
        batch = loader[idx]
        x_cam_gt = batch['x_cam_gt']
        fgt = batch['f_gt']
        x_img = batch['x_img']
        x_img_gt = batch['x_img_gt']
        M = x_img_gt.shape[0]
        N = 68

        ptsI = x_img.reshape((M,N,2)).permute(0,2,1)
        x = ptsI.unsqueeze(0).permute(0,2,1,3)

        # run the model
        f = calib_net(x) + 300
        betas = sfm_net(x)
        betas = betas.squeeze(0).unsqueeze(-1)
        shape = mu_lm + torch.mm(lm_eigenvec,betas).squeeze().view(N,3)

        # additional optimization on initial solution
        if optimize:
            calib_net.load_state_dict(torch.load(calib_path))
            sfm_net.load_state_dict(torch.load(sfm_path))
            calib_net.eval()
            sfm_net.eval()
            trainfc(calib_net)
            trainfc(sfm_net)

            opt1 = torch.optim.Adam(calib_net.parameters(),lr=1e-4)
            opt2 = torch.optim.Adam(sfm_net.parameters(),lr=1e-5)
            curloss = 100

            for outerloop in itertools.count():

                # camera calibration
                shape = shape.detach()
                for iter in itertools.count():
                    opt1.zero_grad()
                    f = calib_net.forward2(x) + 300
                    K = torch.zeros(3,3).float()
                    K[0,0] = f
                    K[1,1] = f
                    K[2,2] = 1

                    f_error = torch.mean(torch.abs(f - fgt))
                    #rmse = torch.norm(shape_gt - shape,dim=1).mean()

                    # differentiable PnP pose estimation
                    km,c_w,scaled_betas, alphas = util.EPnP(ptsI,shape,K)
                    Xc, R, T, mask = util.optimizeGN(km,c_w,scaled_betas,alphas,shape,ptsI,K)
                    error2d = util.getReprojError2(ptsI,shape,R,T,K,show=False,loss='l2')
                    error_time = util.getTimeConsistency(shape,R,T)

                    loss = error2d.mean() + 0.01*error_time

                    if iter == 5: break
                    #if iter > 10 and prev_loss < loss:
                    #    break
                    #else:
                    #    prev_loss = loss
                    loss.backward()
                    opt1.step()
                    print(f"iter: {iter} | error: {loss.item():.3f} | f/fgt: {f.item():.1f}/{fgt[0].item():.1f} | error2d: {error2d.mean().item():.3f} ")

                # sfm
                f = f.detach()
                for iter in itertools.count():
                    opt2.zero_grad()

                    # shape prediction
                    betas = sfm_net.forward2(x)
                    shape = torch.sum(betas * lm_eigenvec,1)
                    shape = shape.reshape(68,3) + mu_lm
                    shape = shape - shape.mean(0).unsqueeze(0)

                    K = torch.zeros((3,3)).float()
                    K[0,0] = f
                    K[1,1] = f
                    K[2,2] = 1

                    #rmse = torch.norm(shape_gt - shape,dim=1).mean().detach()
                    #rmse = torch.norm(shape_gt - shape,dim=1).mean().detach()

                    # differentiable PnP pose estimation
                    km,c_w,scaled_betas,alphas = util.EPnP(ptsI,shape,K)
                    Xc, R, T, mask = util.optimizeGN(km,c_w,scaled_betas,alphas,shape,ptsI,K)
                    error2d = util.getReprojError2(ptsI,shape,R,T,K,show=False,loss='l2')
                    error_time = util.getTimeConsistency(shape,R,T)

                    loss = error2d.mean() + 0.01*error_time
                    if iter == 5: break
                    prev_loss = loss.item()
                    loss.backward()
                    opt2.step()
                    print(f"iter: {iter} | error: {loss.item():.3f} | f/fgt: {f.item():.1f}/{fgt[0].item():.1f} | error2d: {error2d.mean().item():.3f} ")

                # closing condition for outerloop on dual objective
                if torch.abs(curloss - loss) < 0.01: break
                curloss = loss
        else:
            K = torch.zeros(3,3).float()
            K[0,0] = f
            K[1,1] = f
            K[2,2] = 1
            km,c_w,scaled_betas,alphas = util.EPnP(ptsI,shape,K)
            Xc, R, T, mask = util.optimizeGN(km,c_w,scaled_betas,alphas,shape,ptsI,K)

        # get errors
        reproj_errors2 = util.getReprojError2(ptsI,shape,R,T,K)
        rel_errors = util.getRelReprojError3(x_cam_gt,shape,R,T)

        reproj_error = reproj_errors2.mean()
        rel_error = rel_errors.mean()
        f_error = torch.abs(fgt - f) / fgt

        # save final prediction
        f_pred.append(f.detach().cpu().item())
        shape_pred.append(shape.detach().cpu().numpy())

        error_2d.append(reproj_error.cpu().data.item())
        error_rel3d.append(rel_error.cpu().data.item())
        error_relf.append(f_error.cpu().data.item())

        print(f" f/fgt: {f[0].item():.3f}/{fgt.item():.3f} |  f_error_rel: {f_error.item():.4f}  | rel rmse: {rel_error.item():.4f}    | 2d error: {reproj_error.item():.4f}")
        #end for

    # prepare output file
    out_shape = np.stack(shape_pred)
    out_f = np.stack(f_pred)

    matdata = {}
    matdata['shape'] = np.stack(out_shape)
    matdata['f'] = np.stack(out_f)
    matdata['error_2d'] = np.array(error_2d)
    matdata['error_rel3d'] = np.array(error_rel3d)
    matdata['error_relf'] = np.array(error_relf)
    scipy.io.savemat(outfile,matdata)

    print(f"MEAN seterror_2d: {np.mean(error_2d)}")
    print(f"MEAN seterror_rel3d: {np.mean(error_rel3d)}")
    print(f"MEAN seterror_relf: {np.mean(error_relf)}")