diff --git a/dsm/dsm_api.py b/dsm/dsm_api.py
index c5ac790..51d0dc4 100644
--- a/dsm/dsm_api.py
+++ b/dsm/dsm_api.py
@@ -275,6 +275,34 @@ def predict_survival(self, x, t, risk=1):
                       "model using the `fit` method on some training data " +
                       "before calling `predict_survival`.")
 
+  def predict_pdf(self, x, t, risk=1):
+    r"""Returns the estimated pdf at time \( t \),
+      \( \widehat{\mathbb{P}}(T = t|X) \) for some input data \( x \). 
+
+    Parameters
+    ----------
+    x: np.ndarray
+        A numpy array of the input features, \( x \).
+    t: list or float
+        a list or float of the times at which pdf is
+        to be computed
+    Returns:
+      np.array: numpy array of the estimated pdf at each time in t.
+
+    """
+    x = self._prepocess_test_data(x)
+    if not isinstance(t, list):
+      t = [t]
+    if self.fitted:
+      scores = losses.predict_pdf(self.torch_model, x, t, risk=str(risk))
+      return np.exp(np.array(scores)).T
+    else:
+      raise Exception("The model has not been fitted yet. Please fit the " +
+                      "model using the `fit` method on some training data " +
+                      "before calling `predict_survival`.")
+
+
+
 
 class DeepSurvivalMachines(DSMBase):
   """A Deep Survival Machines model.
diff --git a/dsm/losses.py b/dsm/losses.py
index 915b1c4..1cbc202 100644
--- a/dsm/losses.py
+++ b/dsm/losses.py
@@ -293,6 +293,40 @@ def conditional_loss(model, x, t, e, elbo=True, risk='1'):
     raise NotImplementedError('Distribution: '+model.dist+
                               ' not implemented yet.')
 
+def _weibull_pdf(model, x, t_horizon, risk='1'):
+
+  squish = nn.LogSoftmax(dim=1)
+
+  shape, scale, logits = model.forward(x, risk)
+  logits = squish(logits)
+
+  k_ = shape
+  b_ = scale
+
+  t_horz = torch.tensor(t_horizon).double()
+  t_horz = t_horz.repeat(shape.shape[0], 1)
+
+  pdfs = []
+  for j in range(len(t_horizon)):
+
+    t = t_horz[:, j]
+    lpdfs = []
+
+    for g in range(model.k):
+
+      k = k_[:, g]
+      b = b_[:, g]
+      s = - (torch.pow(torch.exp(b)*t, torch.exp(k)))
+      f = k + b + ((torch.exp(k)-1)*(b+torch.log(t)))
+      f = f + s
+      lpdfs.append(f)
+
+    lpdfs = torch.stack(lpdfs, dim=1)
+    lpdfs = lpdfs+logits
+    lpdfs = torch.logsumexp(lpdfs, dim=1)
+    pdfs.append(lpdfs.detach().numpy())
+
+  return lpdfs
 
 def _weibull_cdf(model, x, t_horizon, risk='1'):
 
@@ -327,6 +361,35 @@ def _weibull_cdf(model, x, t_horizon, risk='1'):
 
   return cdfs
 
+def _weibull_mean(model, x, risk='1'):
+
+  squish = nn.LogSoftmax(dim=1)
+
+  shape, scale, logits = model.forward(x, risk)
+  logits = squish(logits)
+
+  k_ = shape
+  b_ = scale
+
+  lmeans = []
+
+  for g in range(model.k):
+
+    k = k_[:, g]
+    b = b_[:, g]
+
+    one_over_k = torch.reciprocal(torch.exp(k))
+    lmean = -(one_over_k*b) + torch.lgamma(1+one_over_k)
+    lmeans.append(lmean)
+
+  lmeans = torch.stack(lmeans, dim=1)
+  lmeans = lmeans+logits
+  lmeans = torch.logsumexp(lmeans, dim=1)
+
+  return torch.exp(lmeans).detach().numpy()
+
+
+
 
 def _lognormal_cdf(model, x, t_horizon, risk='1'):
 
@@ -424,15 +487,29 @@ def _normal_mean(model, x, risk='1'):
 
   return lmeans.detach().numpy()
 
+
 def predict_mean(model, x, risk='1'):
   torch.no_grad()
   if model.dist == 'Normal':
     return _normal_mean(model, x, risk)
+  elif model.dist == 'Weibull':
+    return _weibull_mean(model, x, risk)
   else:
     raise NotImplementedError('Mean of Distribution: '+model.dist+
                               ' not implemented yet.')
 
 
+def predict_pdf(model, x, t_horizon, risk='1'):
+  torch.no_grad()
+  if model.dist == 'Weibull':
+    return _weibull_pdf(model, x, t_horizon, risk)
+  # if model.dist == 'LogNormal':
+  #   return _lognormal_pdf(model, x, t_horizon, risk)
+  # if model.dist == 'Normal':
+  #   return _normal_pdf(model, x, t_horizon, risk)
+  else:
+    raise NotImplementedError('Distribution: '+model.dist+
+                              ' not implemented yet.')
 
 
 def predict_cdf(model, x, t_horizon, risk='1'):