To rewrite thebuild_graph_index_overlapandbuild_merged_spans_from_connected_componentsfunctions with a runtime speedup using thenumpy` package, you can vectorize the operations and utilize numpy's advanced indexing capabilities. First, make sure to import numpy:
import numpy as np
Now, you can rewrite the build_graph_index_overlap function as follows:
def build_graph_index_overlap(self):
"""
Build graph, each node is represented by (start, end) of tuple, with the list of spans. Spans are considered
overlapping if they are index_distance apart
"""
span_starts = np.array([span.start for span in self.list_of_spans])
span_ends = np.array([span.end for span in self.list_of_spans])
# Compute the distance matrix
start_diff = np.abs(span_starts[:, np.newaxis] - span_ends)
end_diff = np.abs(span_ends[:, np.newaxis] - span_starts)
min_diff = np.minimum(start_diff, end_diff)
# Find neighboring spans
neighboring_spans = np.where(min_diff <= self.index_distance)
for i, j in zip(*neighboring_spans):
if i != j:
span_i = self.list_of_spans[i]
span_j = self.list_of_spans[j]
self.graph[span_i.start, span_i.end].append(span_j)
self.graph[span_j.start, span_j.end].append(span_i)
For the build_merged_spans_from_connected_components function, there are no obvious parts that could benefit from using numpy. However, it is possible to optimize the function by removing the nested for loop and using list comprehensions instead:
def build_merged_spans_from_connected_components(self, index):
"""
For each of the lists of the connected nodes determined by symbol distance or box distance,
merge boxes and find, min, max of the index
"""
if index:
self.build_graph_index_overlap()
else:
self.build_graph_box_overlap()
nodes_in_comp, number_of_comps = self.get_components()
# all intervals in each connected component must be merged.
merged_spans = []
for comp in range(number_of_comps):
if nodes_in_comp[comp]:
spans_by_page = defaultdict(list)
for pg, page_spans in groupby(
nodes_in_comp[comp],
lambda s: s.box.page if s.box is not None else None,
):
spans_by_page[pg].extend(page_spans)
merged_spans.extend(
[
Span(
start=min([span.start for span in page_spans]),
end=max([span.end for span in page_spans]),
box=Box.small_boxes_to_big_box(
[span.box for span in page_spans]
),
)
for page_spans in spans_by_page.values()
]
)
return merged_spans
This implementation leverages the power of numpy to compute the distance matrix and find neighboring spans more efficiently in the build_graph_index_overlap function. Note that this approach might use more memory compared to the original implementation due to the creation of the distance matrix. However, it should provide a significant runtime speedup.
For the build_merged_spans_from_connected_components function, the optimization mainly focuses on simplifying the code and using list comprehensions.`
…and it came up with workable suggestion
Response from OpenAI:
To rewrite the
build_graph_index_overlapand
build_merged_spans_from_connected_componentsfunctions with a runtime speedup using the
numpy` package, you can vectorize the operations and utilize numpy's advanced indexing capabilities. First, make sure to import numpy:Now, you can rewrite the
build_graph_index_overlap
function as follows:For the
build_merged_spans_from_connected_components
function, there are no obvious parts that could benefit from using numpy. However, it is possible to optimize the function by removing the nested for loop and using list comprehensions instead:This implementation leverages the power of numpy to compute the distance matrix and find neighboring spans more efficiently in the
build_graph_index_overlap
function. Note that this approach might use more memory compared to the original implementation due to the creation of the distance matrix. However, it should provide a significant runtime speedup.For the
build_merged_spans_from_connected_components
function, the optimization mainly focuses on simplifying the code and using list comprehensions.`