Remove imperative filling functions _

tests/extensions.py

@@ -26,7 +26,17 @@ def enumerate(semiring, edge, lengths=None):
         semiring = semiring
         ssize = semiring.size()
         edge, batch, N, C, lengths = model._check_potentials(edge, lengths)
-        chains = [[([c], semiring.one_(torch.zeros(ssize, batch))) for c in range(C)]]
+        chains = [
+            [
+                (
+                    [c],
+                    semiring.fill(
+                        torch.zeros(ssize, batch), torch.tensor(True), semiring.one
+                    ),
+                )
+                for c in range(C)
+            ]
+        ]
 
         enum_lengths = torch.LongTensor(lengths.shape)
         for n in range(1, N):
@@ -128,7 +138,13 @@ def enumerate(semiring, edge):
         edge = semiring.convert(edge)
         chains = {}
         chains[0] = [
-            ([(c, 0)], semiring.one_(torch.zeros(ssize, batch))) for c in range(C)
+            (
+                [(c, 0)],
+                semiring.fill(
+                    torch.zeros(ssize, batch), torch.tensor(True), semiring.one
+                ),
+            )
+            for c in range(C)
         ]
 
         for n in range(1, N + 1):

tests/test_algorithms.py

@@ -263,7 +263,7 @@ def test_generic_lengths(model_test, data):
     part = model().sum(vals, lengths=lengths)
 
     # Check that max is correct
-    assert (maxes <= part).all()
+    assert (maxes <= part + 1e-3).all()
     m_part = model(MaxSemiring).sum(vals, lengths=lengths)
     assert (torch.isclose(maxes, m_part)).all(), maxes - m_part
 

torch_struct/autoregressive.py

@@ -118,8 +118,10 @@ def log_prob(self, value, sparse=False):
         return wrap(scores, sample)
 
     def _beam_search(self, semiring, gumbel=False):
-        beam = semiring.one_(
-            torch.zeros((semiring.size(),) + self.batch_shape, device=self.device)
+        beam = semiring.fill(
+            torch.zeros((semiring.size(),) + self.batch_shape, device=self.device),
+            torch.tensor(True),
+            semiring.one,
         )
         ssize = semiring.size()
 

torch_struct/deptree.py

@@ -66,10 +66,22 @@ def logpartition(self, arc_scores_in, lengths=None, force_grad=False):
             ]
             for _ in range(2)
         ]
-        semiring.one_(alpha[A][C][L].data[:, :, :, 0].data)
-        semiring.one_(alpha[A][C][R].data[:, :, :, 0].data)
-        semiring.one_(alpha[B][C][L].data[:, :, :, -1].data)
-        semiring.one_(alpha[B][C][R].data[:, :, :, -1].data)
+        mask = torch.zeros(alpha[A][C][L].data.shape).bool()
+        mask[:, :, :, 0].fill_(True)
+        alpha[A][C][L].data[:] = semiring.fill(
+            alpha[A][C][L].data[:], mask, semiring.one
+        )
+        alpha[A][C][R].data[:] = semiring.fill(
+            alpha[A][C][R].data[:], mask, semiring.one
+        )
+        mask = torch.zeros(alpha[B][C][L].data[:].shape).bool()
+        mask[:, :, :, -1].fill_(True)
+        alpha[B][C][L].data[:] = semiring.fill(
+            alpha[B][C][L].data[:], mask, semiring.one
+        )
+        alpha[B][C][R].data[:] = semiring.fill(
+            alpha[B][C][R].data[:], mask, semiring.one
+        )
 
         if multiroot:
             start_idx = 0
@@ -119,10 +131,13 @@ def _check_potentials(self, arc_scores, lengths=None):
             lengths = torch.LongTensor([N - 1] * batch).to(arc_scores.device)
         assert max(lengths) <= N, "Length longer than N"
         arc_scores = semiring.convert(arc_scores)
-        for b in range(batch):
-            semiring.zero_(arc_scores[:, b, lengths[b] + 1 :, :])
-            semiring.zero_(arc_scores[:, b, :, lengths[b] + 1 :])
 
+        # Set the extra elements of the log-potentials to zero.
+        keep = torch.ones_like(arc_scores).bool()
+        for b in range(batch):
+            keep[:, b, lengths[b] + 1 :, :].fill_(0.0)
+            keep[:, b, :, lengths[b] + 1 :].fill_(0.0)
+        arc_scores = semiring.fill(arc_scores, ~keep, semiring.zero)
         return arc_scores, batch, N, lengths
 
     def _arrange_marginals(self, grads):

torch_struct/distributions.py

@@ -36,6 +36,7 @@ class StructDistribution(Distribution):
         log_potentials (tensor, batch_shape x event_shape) :  log-potentials :math:`\phi`
         lengths (long tensor, batch_shape) : integers for length masking
     """
+    validate_args = False
 
     def __init__(self, log_potentials, lengths=None, args={}):
         batch_shape = log_potentials.shape[:1]

torch_struct/helpers.py

@@ -5,13 +5,14 @@
 
 class Chart:
     def __init__(self, size, potentials, semiring):
-        self.data = semiring.zero_(
-            torch.zeros(
-                *((semiring.size(),) + size),
-                dtype=potentials.dtype,
-                device=potentials.device
-            )
+        c = torch.zeros(
+            *((semiring.size(),) + size),
+            dtype=potentials.dtype,
+            device=potentials.device
         )
+        c[:] = semiring.zero.view((semiring.size(),) + len(size) * (1,))
+
+        self.data = c
         self.grad = self.data.detach().clone().fill_(0.0)
 
     def __getitem__(self, ind):
@@ -50,18 +51,17 @@ def _chart(self, size, potentials, force_grad):
         return self._make_chart(1, size, potentials, force_grad)[0]
 
     def _make_chart(self, N, size, potentials, force_grad=False):
-        return [
-            (
-                self.semiring.zero_(
-                    torch.zeros(
-                        *((self.semiring.size(),) + size),
-                        dtype=potentials.dtype,
-                        device=potentials.device
-                    )
-                ).requires_grad_(force_grad and not potentials.requires_grad)
+        chart = []
+        for _ in range(N):
+            c = torch.zeros(
+                *((self.semiring.size(),) + size),
+                dtype=potentials.dtype,
+                device=potentials.device
             )
-            for _ in range(N)
-        ]
+            c[:] = self.semiring.zero.view((self.semiring.size(),) + len(size) * (1,))
+            c.requires_grad_(force_grad and not potentials.requires_grad)
+            chart.append(c)
+        return chart
 
     def sum(self, logpotentials, lengths=None, _raw=False):
         """

torch_struct/linearchain.py

@@ -53,7 +53,9 @@ def logpartition(self, log_potentials, lengths=None, force_grad=False):
         chart = self._chart((batch, bin_N, C, C), log_potentials, force_grad)
 
         # Init
-        semiring.one_(chart[:, :, :].diagonal(0, 3, 4))
+        init = torch.zeros(*chart.shape).bool()
+        init.diagonal(0, 3, 4).fill_(True)
+        chart = semiring.fill(chart, init, semiring.one)
 
         # Length mask
         big = torch.zeros(
@@ -71,8 +73,8 @@ def logpartition(self, log_potentials, lengths=None, force_grad=False):
         mask = torch.arange(bin_N).view(1, bin_N).expand(batch, bin_N).type_as(c)
         mask = mask >= (lengths - 1).view(batch, 1)
         mask = mask.view(batch * bin_N, 1, 1).to(lp.device)
-        semiring.zero_mask_(lp.data, mask)
-        semiring.zero_mask_(c.data, (~mask))
+        lp.data[:] = semiring.fill(lp.data, mask, semiring.zero)
+        c.data[:] = semiring.fill(c.data, ~mask, semiring.zero)
 
         c[:] = semiring.sum(torch.stack([c.data, lp], dim=-1))
 

torch_struct/semimarkov.py

@@ -34,7 +34,9 @@ def logpartition(self, log_potentials, lengths=None, force_grad=False):
         )
 
         # Init.
-        semiring.one_(init.data[:, :, :, 0, 0].diagonal(0, -2, -1))
+        mask = torch.zeros(*init.shape).bool()
+        mask[:, :, :, 0, 0].diagonal(0, -2, -1).fill_(True)
+        init = semiring.fill(init, mask, semiring.one)
 
         # Length mask
         big = torch.zeros(
@@ -54,16 +56,16 @@ def logpartition(self, log_potentials, lengths=None, force_grad=False):
         mask = mask.to(log_potentials.device)
         mask = mask >= (lengths - 1).view(batch, 1)
         mask = mask.view(batch * bin_N, 1, 1, 1).to(lp.device)
-        semiring.zero_mask_(lp.data, mask)
-        semiring.zero_mask_(c.data[:, :, :, 0], (~mask))
+        lp.data[:] = semiring.fill(lp.data, mask, semiring.zero)
+        c.data[:, :, :, 0] = semiring.fill(c.data[:, :, :, 0], (~mask), semiring.zero)
         c[:, :, : K - 1, 0] = semiring.sum(
             torch.stack([c.data[:, :, : K - 1, 0], lp[:, :, 1:K]], dim=-1)
         )
         end = torch.min(lengths) - 1
+        mask = torch.zeros(*init.shape).bool()
         for k in range(1, K - 1):
-            semiring.one_(
-                init.data[:, :, : end - (k - 1), k - 1, k].diagonal(0, -2, -1)
-            )
+            mask[:, :, : end - (k - 1), k - 1, k].diagonal(0, -2, -1).fill_(True)
+        init = semiring.fill(init, mask, semiring.one)
 
         K_1 = K - 1
 

torch_struct/semirings/checkpoint.py

@@ -4,6 +4,7 @@
 try:
     import genbmm
     from genbmm import BandedMatrix
+
     has_genbmm = True
 except ImportError:
     pass