Hierarchy

Visualize a hierarchical structure of the topics

A ward linkage function is used to perform the hierarchical clustering based on the cosine distance matrix between topic embeddings.

Parameters:

Name	Type	Description	Default
topic_model		A fitted BERTopic instance.	required
orientation	str	The orientation of the figure. Either 'left' or 'bottom'	'left'
topics	List[int]	A selection of topics to visualize	None
top_n_topics	int	Only select the top n most frequent topics	None
custom_labels	Union[bool, str]	If bool, whether to use custom topic labels that were defined using topic_model.set_topic_labels. If str, it uses labels from other aspects, e.g., "Aspect1". NOTE: Custom labels are only generated for the original un-merged topics.	False
title	str	Title of the plot.	'<b>Hierarchical Clustering</b>'
width	int	The width of the figure. Only works if orientation is set to 'left'	1000
height	int	The height of the figure. Only works if orientation is set to 'bottom'	600
hierarchical_topics	DataFrame	A dataframe that contains a hierarchy of topics represented by their parents and their children. NOTE: The hierarchical topic names are only visualized if both topics and top_n_topics are not set.	None
linkage_function	Callable[[csr_matrix], ndarray]	The linkage function to use. Default is: lambda x: sch.linkage(x, 'ward', optimal_ordering=True) NOTE: Make sure to use the same linkage_function as used in topic_model.hierarchical_topics.	None
distance_function	Callable[[csr_matrix], csr_matrix]	The distance function to use on the c-TF-IDF matrix. Default is: lambda x: 1 - cosine_similarity(x). You can pass any function that returns either a square matrix of shape (n_samples, n_samples) with zeros on the diagonal and non-negative values or condensed distance matrix of shape (n_samples * (n_samples - 1) / 2,) containing the upper triangular of the distance matrix. NOTE: Make sure to use the same distance_function as used in topic_model.hierarchical_topics.	None
color_threshold	int	Value at which the separation of clusters will be made which will result in different colors for different clusters. A higher value will typically lead in less colored clusters.	1

Returns:

Name	Type	Description
fig	Figure	A plotly figure

Examples:

To visualize the hierarchical structure of topics simply run:

topic_model.visualize_hierarchy()

If you also want the labels visualized of hierarchical topics, run the following:

# Extract hierarchical topics and their representations
hierarchical_topics = topic_model.hierarchical_topics(docs)

# Visualize these representations
topic_model.visualize_hierarchy(hierarchical_topics=hierarchical_topics)

If you want to save the resulting figure:

fig = topic_model.visualize_hierarchy()
fig.write_html("path/to/file.html")

Source code in bertopic\plotting\_hierarchy.py

def visualize_hierarchy(topic_model,
                        orientation: str = "left",
                        topics: List[int] = None,
                        top_n_topics: int = None,
                        custom_labels: Union[bool, str] = False,
                        title: str = "<b>Hierarchical Clustering</b>",
                        width: int = 1000,
                        height: int = 600,
                        hierarchical_topics: pd.DataFrame = None,
                        linkage_function: Callable[[csr_matrix], np.ndarray] = None,
                        distance_function: Callable[[csr_matrix], csr_matrix] = None,
                        color_threshold: int = 1) -> go.Figure:
    """ Visualize a hierarchical structure of the topics

    A ward linkage function is used to perform the
    hierarchical clustering based on the cosine distance
    matrix between topic embeddings.

    Arguments:
        topic_model: A fitted BERTopic instance.
        orientation: The orientation of the figure.
                     Either 'left' or 'bottom'
        topics: A selection of topics to visualize
        top_n_topics: Only select the top n most frequent topics
        custom_labels: If bool, whether to use custom topic labels that were defined using 
                       `topic_model.set_topic_labels`.
                       If `str`, it uses labels from other aspects, e.g., "Aspect1".
                       NOTE: Custom labels are only generated for the original 
                       un-merged topics.
        title: Title of the plot.
        width: The width of the figure. Only works if orientation is set to 'left'
        height: The height of the figure. Only works if orientation is set to 'bottom'
        hierarchical_topics: A dataframe that contains a hierarchy of topics
                             represented by their parents and their children.
                             NOTE: The hierarchical topic names are only visualized
                             if both `topics` and `top_n_topics` are not set.
        linkage_function: The linkage function to use. Default is:
                          `lambda x: sch.linkage(x, 'ward', optimal_ordering=True)`
                          NOTE: Make sure to use the same `linkage_function` as used
                          in `topic_model.hierarchical_topics`.
        distance_function: The distance function to use on the c-TF-IDF matrix. Default is:
                           `lambda x: 1 - cosine_similarity(x)`.
                            You can pass any function that returns either a square matrix of 
                            shape (n_samples, n_samples) with zeros on the diagonal and 
                            non-negative values or condensed distance matrix of shape 
                            (n_samples * (n_samples - 1) / 2,) containing the upper 
                            triangular of the distance matrix.
                           NOTE: Make sure to use the same `distance_function` as used
                           in `topic_model.hierarchical_topics`.
        color_threshold: Value at which the separation of clusters will be made which
                         will result in different colors for different clusters.
                         A higher value will typically lead in less colored clusters.

    Returns:
        fig: A plotly figure

    Examples:

    To visualize the hierarchical structure of
    topics simply run:

    ```python
    topic_model.visualize_hierarchy()
    ```

    If you also want the labels visualized of hierarchical topics,
    run the following:

    ```python
    # Extract hierarchical topics and their representations
    hierarchical_topics = topic_model.hierarchical_topics(docs)

    # Visualize these representations
    topic_model.visualize_hierarchy(hierarchical_topics=hierarchical_topics)
    ```

    If you want to save the resulting figure:

    ```python
    fig = topic_model.visualize_hierarchy()
    fig.write_html("path/to/file.html")
    ```
    <iframe src="../../getting_started/visualization/hierarchy.html"
    style="width:1000px; height: 680px; border: 0px;""></iframe>
    """
    if distance_function is None:
        distance_function = lambda x: 1 - cosine_similarity(x)

    if linkage_function is None:
        linkage_function = lambda x: sch.linkage(x, 'ward', optimal_ordering=True)

    # Select topics based on top_n and topics args
    freq_df = topic_model.get_topic_freq()
    freq_df = freq_df.loc[freq_df.Topic != -1, :]
    if topics is not None:
        topics = list(topics)
    elif top_n_topics is not None:
        topics = sorted(freq_df.Topic.to_list()[:top_n_topics])
    else:
        topics = sorted(freq_df.Topic.to_list())

    # Select embeddings
    all_topics = sorted(list(topic_model.get_topics().keys()))
    indices = np.array([all_topics.index(topic) for topic in topics])

    # Select topic embeddings
    if topic_model.c_tf_idf_ is not None:
        embeddings = topic_model.c_tf_idf_[indices]
    else:
        embeddings = np.array(topic_model.topic_embeddings_)[indices]

    # Annotations
    if hierarchical_topics is not None and len(topics) == len(freq_df.Topic.to_list()):
        annotations = _get_annotations(topic_model=topic_model,
                                       hierarchical_topics=hierarchical_topics,
                                       embeddings=embeddings,
                                       distance_function=distance_function,
                                       linkage_function=linkage_function,
                                       orientation=orientation,
                                       custom_labels=custom_labels)
    else:
        annotations = None

    # wrap distance function to validate input and return a condensed distance matrix
    distance_function_viz = lambda x: validate_distance_matrix(
        distance_function(x), embeddings.shape[0])
    # Create dendogram
    fig = ff.create_dendrogram(embeddings,
                               orientation=orientation,
                               distfun=distance_function_viz,
                               linkagefun=linkage_function,
                               hovertext=annotations,
                               color_threshold=color_threshold)

    # Create nicer labels
    axis = "yaxis" if orientation == "left" else "xaxis"
    if isinstance(custom_labels, str):
        new_labels = [[[str(x), None]] + topic_model.topic_aspects_[custom_labels][x] for x in fig.layout[axis]["ticktext"]]
        new_labels = ["_".join([label[0] for label in labels[:4]]) for labels in new_labels]
        new_labels = [label if len(label) < 30 else label[:27] + "..." for label in new_labels]
    elif topic_model.custom_labels_ is not None and custom_labels:
        new_labels = [topic_model.custom_labels_[topics[int(x)] + topic_model._outliers] for x in fig.layout[axis]["ticktext"]]
    else:
        new_labels = [[[str(topics[int(x)]), None]] + topic_model.get_topic(topics[int(x)])
                      for x in fig.layout[axis]["ticktext"]]
        new_labels = ["_".join([label[0] for label in labels[:4]]) for labels in new_labels]
        new_labels = [label if len(label) < 30 else label[:27] + "..." for label in new_labels]

    # Stylize layout
    fig.update_layout(
        plot_bgcolor='#ECEFF1',
        template="plotly_white",
        title={
            'text': f"{title}",
            'x': 0.5,
            'xanchor': 'center',
            'yanchor': 'top',
            'font': dict(
                size=22,
                color="Black")
        },
        hoverlabel=dict(
            bgcolor="white",
            font_size=16,
            font_family="Rockwell"
        ),
    )

    # Stylize orientation
    if orientation == "left":
        fig.update_layout(height=200 + (15 * len(topics)),
                          width=width,
                          yaxis=dict(tickmode="array",
                                     ticktext=new_labels))

        # Fix empty space on the bottom of the graph
        y_max = max([trace['y'].max() + 5 for trace in fig['data']])
        y_min = min([trace['y'].min() - 5 for trace in fig['data']])
        fig.update_layout(yaxis=dict(range=[y_min, y_max]))

    else:
        fig.update_layout(width=200 + (15 * len(topics)),
                          height=height,
                          xaxis=dict(tickmode="array",
                                     ticktext=new_labels))

    if hierarchical_topics is not None:
        for index in [0, 3]:
            axis = "x" if orientation == "left" else "y"
            xs = [data["x"][index] for data in fig.data if (data["text"] and data[axis][index] > 0)]
            ys = [data["y"][index] for data in fig.data if (data["text"] and data[axis][index] > 0)]
            hovertext = [data["text"][index] for data in fig.data if (data["text"] and data[axis][index] > 0)]

            fig.add_trace(go.Scatter(x=xs, y=ys, marker_color='black',
                                     hovertext=hovertext, hoverinfo="text",
                                     mode='markers', showlegend=False))
    return fig