Print optimal number of maPCA components and plot optimization curves

tedana/decomposition/pca.py

@@ -6,11 +6,12 @@
 
 import numpy as np
 import pandas as pd
-from mapca import ma_pca
+from mapca import MovingAveragePCA
 from scipy import stats
 from sklearn.decomposition import PCA
 
 from tedana import io, metrics, utils
+from tedana.reporting import pca_results as plot_pca_results
 from tedana.selection import kundu_tedpca
 from tedana.stats import computefeats2
 
@@ -234,9 +235,92 @@ def tedpca(
     if algorithm in ["mdl", "aic", "kic"]:
         data_img = io.new_nii_like(io_generator.reference_img, utils.unmask(data, mask))
         mask_img = io.new_nii_like(io_generator.reference_img, mask.astype(int))
-        voxel_comp_weights, varex, varex_norm, comp_ts = ma_pca(
-            data_img, mask_img, algorithm, normalize=True
+        ma_pca = MovingAveragePCA(criterion=algorithm, normalize=True)
+        _ = ma_pca.fit_transform(data_img, mask_img)
+
+        # Extract results from maPCA
+        voxel_comp_weights = ma_pca.u_
+        varex = ma_pca.explained_variance_
+        varex_norm = ma_pca.explained_variance_ratio_
+        comp_ts = ma_pca.components_.T
+        aic = ma_pca.aic_
+        kic = ma_pca.kic_
+        mdl = ma_pca.mdl_
+        varex_90 = ma_pca.varexp_90_
+        varex_95 = ma_pca.varexp_95_
+        all_comps = ma_pca.all_
+
+        # Extract number of components and variance explained for logging and plotting
+        n_aic = aic["n_components"]
+        aic_varexp = np.round(aic["explained_variance_total"], 3)
+        n_kic = kic["n_components"]
+        kic_varexp = np.round(kic["explained_variance_total"], 3)
+        n_mdl = mdl["n_components"]
+        mdl_varexp = np.round(mdl["explained_variance_total"], 3)
+        n_varex_90 = varex_90["n_components"]
+        varex_90_varexp = np.round(varex_90["explained_variance_total"], 3)
+        n_varex_95 = varex_95["n_components"]
+        varex_95_varexp = np.round(varex_95["explained_variance_total"], 3)
+        all_varex = np.round(all_comps["explained_variance_total"], 3)
+
+        # Print out the results
+        LGR.info("Optimal number of components based on different criteria:")
+        LGR.info(
+            f"AIC: {n_aic} | KIC: {n_kic} | MDL: {n_mdl} | 90% varexp: {n_varex_90} "
+            f"| 95% varexp: {n_varex_95}"
+        )
+
+        LGR.info("Explained variance based on different criteria:")
+        LGR.info(
+            f"AIC: {aic_varexp}% | KIC: {kic_varexp}% | MDL: {mdl_varexp}% | "
+            f"90% varexp: {varex_90_varexp}% | 95% varexp: {varex_95_varexp}%"
+        )
+
+        pca_optimization_curves = np.array([aic["value"], kic["value"], mdl["value"]])
+        pca_criteria_components = np.array(
+            [
+                n_aic,
+                n_kic,
+                n_mdl,
+                n_varex_90,
+                n_varex_95,
+            ]
         )
+
+        # Plot maPCA optimization curves
+        LGR.info("Plotting maPCA optimization curves")
+        plot_pca_results(pca_optimization_curves, pca_criteria_components, all_varex, io_generator)
+
+        # Save maPCA results into a dictionary
+        mapca_results = {
+            "aic": {
+                "n_components": n_aic,
+                "explained_variance_total": aic_varexp,
+                "curve": aic["value"],
+            },
+            "kic": {
+                "n_components": n_kic,
+                "explained_variance_total": kic_varexp,
+                "curve": kic["value"],
+            },
+            "mdl": {
+                "n_components": n_mdl,
+                "explained_variance_total": mdl_varexp,
+                "curve": mdl["value"],
+            },
+            "varex_90": {
+                "n_components": n_varex_90,
+                "explained_variance_total": varex_90_varexp,
+            },
+            "varex_95": {
+                "n_components": n_varex_95,
+                "explained_variance_total": varex_95_varexp,
+            },
+        }
+
+        # Save dictionary
+        io_generator.save_file(mapca_results, "PCA cross component metrics json")
+
     elif isinstance(algorithm, Number):
         ppca = PCA(copy=False, n_components=algorithm, svd_solver="full")
         ppca.fit(data_z)

tedana/info.py

@@ -29,7 +29,7 @@
 
 REQUIRES = [
     "bokeh<2.3.0",
-    "mapca~=0.0.1",
+    "mapca>=0.0.2",
     "matplotlib",
     "nibabel>=2.5.1",
     "nilearn>=0.7",

tedana/reporting/__init__.py

@@ -3,6 +3,6 @@
 """
 
 from .html_report import generate_report
-from .static_figures import comp_figures
+from .static_figures import comp_figures, pca_results
 
-__all__ = ["generate_report", "comp_figures"]
+__all__ = ["generate_report", "comp_figures", "pca_results"]

tedana/reporting/static_figures.py

@@ -288,3 +288,144 @@ def comp_figures(ts, mask, comptable, mmix, io_generator, png_cmap):
         compplot_name = os.path.join(io_generator.out_dir, "figures", plot_name)
         plt.savefig(compplot_name)
         plt.close()
+
+
+def pca_results(criteria, n_components, all_varex, io_generator):
+    """
+    Plot the PCA optimization curve for each criteria, and the variance explained curve.
+
+    Parameters
+    ----------
+    criteria : array-like
+        AIC, KIC, and MDL optimization values for increasing number of components.
+    n_components : array-like
+        Number of optimal components given by each criteria.
+    io_generator : object
+        An object containing all the information needed to generate the output.
+    """
+
+    # Plot the PCA optimization curve for each criteria
+    plt.figure(figsize=(10, 9))
+    plt.title("PCA Criteria")
+    plt.xlabel("PCA components")
+    plt.ylabel("Arbitrary Units")
+
+    # AIC curve
+    plt.plot(criteria[0, :], color="tab:blue", label="AIC")
+    # KIC curve
+    plt.plot(criteria[1, :], color="tab:orange", label="KIC")
+    # MDL curve
+    plt.plot(criteria[2, :], color="tab:green", label="MDL")
+
+    # Vertical line depicting the optimal number of components given by AIC
+    plt.vlines(
+        n_components[0],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:blue",
+        linestyles="dashed",
+    )
+    # Vertical line depicting the optimal number of components given by KIC
+    plt.vlines(
+        n_components[1],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:orange",
+        linestyles="dashed",
+    )
+    # Vertical line depicting the optimal number of components given by MDL
+    plt.vlines(
+        n_components[2],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:green",
+        linestyles="dashed",
+    )
+    # Vertical line depicting the optimal number of components for 90% variance explained
+    plt.vlines(
+        n_components[3],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:red",
+        linestyles="dashed",
+        label="90% varexp",
+    )
+    # Vertical line depicting the optimal number of components for 95% variance explained
+    plt.vlines(
+        n_components[4],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:purple",
+        linestyles="dashed",
+        label="95% varexp",
+    )
+
+    plt.legend()
+
+    #  Save the plot
+    plot_name = "pca_criteria.png"
+    pca_criteria_name = os.path.join(io_generator.out_dir, "figures", plot_name)
+    plt.savefig(pca_criteria_name)
+    plt.close()
+
+    # Plot the variance explained curve
+    plt.figure(figsize=(10, 9))
+    plt.title("Variance Explained")
+    plt.xlabel("PCA components")
+    plt.ylabel("Variance Explained")
+
+    plt.plot(all_varex, color="black", label="Variance Explained")
+
+    # Vertical line depicting the optimal number of components given by AIC
+    plt.vlines(
+        n_components[0],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:blue",
+        linestyles="dashed",
+        label="AIC",
+    )
+    # Vertical line depicting the optimal number of components given by KIC
+    plt.vlines(
+        n_components[1],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:orange",
+        linestyles="dashed",
+        label="KIC",
+    )
+    # Vertical line depicting the optimal number of components given by MDL
+    plt.vlines(
+        n_components[2],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:green",
+        linestyles="dashed",
+        label="MDL",
+    )
+    # Vertical line depicting the optimal number of components for 90% variance explained
+    plt.vlines(
+        n_components[3],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:red",
+        linestyles="dashed",
+        label="90% varexp",
+    )
+    # Vertical line depicting the optimal number of components for 95% variance explained
+    plt.vlines(
+        n_components[4],
+        ymin=np.min(criteria),
+        ymax=np.max(criteria),
+        color="tab:purple",
+        linestyles="dashed",
+        label="95% varexp",
+    )
+
+    plt.legend()
+
+    #  Save the plot
+    plot_name = "pca_variance_explained.png"
+    pca_variance_explained_name = os.path.join(io_generator.out_dir, "figures", plot_name)
+    plt.savefig(pca_variance_explained_name)
+    plt.close()

tedana/resources/config/outputs.json

@@ -147,6 +147,10 @@
         "orig": "pca_metrics",
         "bidsv1.5.0": "desc-PCA_metrics"
     },
+    "PCA cross component metrics json": {
+        "orig": "pca_cross_component_metrics",
+        "bidsv1.5.0": "desc-PCA_cross_component_metrics"
+    },
     "ICA decomposition json": {
         "orig": "ica_decomposition",
         "bidsv1.5.0": "desc-ICA_decomposition"

tedana/tests/data/cornell_three_echo_outputs.txt

@@ -91,3 +91,4 @@ figures/comp_061.png
 figures/comp_062.png
 figures/comp_063.png
 figures/comp_064.png
+figures/pca_criteria.png