import logging
from pathlib import Path

import numpy as np
import pandas as pd
import plotly.graph_objects as go
from scipy.stats import pearsonr, spearmanr

logger = logging.getLogger(__name__)

SCORE_COLUMN_NAMES = {
    "confidence_score_boltz": "Boltz Confidence Score",
    "ptm_boltz": "Boltz pTM Score",
    "iptm_boltz": "Boltz ipTM Score",
    "complex_plddt_boltz": "Boltz Complex pLDDT",
    "complex_iplddt_boltz": "Boltz Complex ipLDDT",
    "complex_pde_boltz": "Boltz Complex pDE",
    "complex_ipde_boltz": "Boltz Complex ipDE",
    "interchain_pae_monomer": "AlphaFold2 GapTrick Interchain PAE",
    "interface_pae_monomer": "AlphaFold2 GapTrick Interface PAE",
    "overall_pae_monomer": "AlphaFold2 GapTrick Overall PAE",
    "interface_plddt_monomer": "AlphaFold2 GapTrick Interface pLDDT",
    "average_plddt_monomer": "AlphaFold2 GapTrick Average pLDDT",
    "ptm_monomer": "AlphaFold2 GapTrick pTM Score",
    "interface_ptm_monomer": "AlphaFold2 GapTrick Interface pTM",
    "interchain_pae_multimer": "AlphaFold2 Multimer Interchain PAE",
    "interface_pae_multimer": "AlphaFold2 Multimer Interface PAE",
    "overall_pae_multimer": "AlphaFold2 Multimer Overall PAE",
    "interface_plddt_multimer": "AlphaFold2 Multimer Interface pLDDT",
    "average_plddt_multimer": "AlphaFold2 Multimer Average pLDDT",
    "ptm_multimer": "AlphaFold2 Multimer pTM Score",
    "interface_ptm_multimer": "AlphaFold2 Multimer Interface pTM",
}

SCORE_COLUMNS = list(SCORE_COLUMN_NAMES.values())


def get_score_description(score: str) -> str:
    descriptions = {
        "Boltz Confidence Score": "The Boltz model confidence score provides an overall assessment of prediction quality (0-1, higher is better).",
        "Boltz pTM Score": "The Boltz model predicted TM-score (pTM) assesses the overall fold accuracy of the predicted structure (0-1, higher is better).",
        "Boltz ipTM Score": "The Boltz model interface pTM score (ipTM) specifically evaluates the accuracy of interface regions (0-1, higher is better).",
        "Boltz Complex pLDDT": "The Boltz model Complex pLDDT measures confidence in local structure predictions across the entire complex (0-100, higher is better).",
        "Boltz Complex ipLDDT": "The Boltz model Complex interface pLDDT (ipLDDT) focuses on confidence in interface region predictions (0-100, higher is better).",
        "Boltz Complex pDE": "The Boltz model Complex predicted distance error (pDE) estimates the confidence in predicted distances between residues (0-1, higher is better).",
        "Boltz Complex ipDE": "The Boltz model Complex interface pDE (ipDE) estimates confidence in predicted distances specifically at interfaces (0-1, higher is better).",
        "AlphaFold2 GapTrick Interchain PAE": "The AlphaFold2 GapTrick model interchain predicted aligned error (PAE) estimates position errors between chains in monomeric predictions (lower is better).",
        "AlphaFold2 GapTrick Interface PAE": "The AlphaFold2 GapTrick model interface PAE estimates position errors specifically at interfaces in monomeric predictions (lower is better).",
        "AlphaFold2 GapTrick Overall PAE": "The AlphaFold2 GapTrick model overall PAE estimates position errors across the entire structure in monomeric predictions (lower is better).",
        "AlphaFold2 GapTrick Interface pLDDT": "The AlphaFold2 GapTrick model interface pLDDT measures confidence in interface region predictions for monomeric models (0-100, higher is better).",
        "AlphaFold2 GapTrick Average pLDDT": "The AlphaFold2 GapTrick model average pLDDT provides the mean confidence across all residues in monomeric predictions (0-100, higher is better).",
        "AlphaFold2 GapTrick pTM Score": "The AlphaFold2 GapTrick model pTM score assesses overall fold accuracy in monomeric predictions (0-1, higher is better).",
        "AlphaFold2 GapTrick Interface pTM": "The AlphaFold2 GapTrick model interface pTM specifically evaluates accuracy of interface regions in monomeric predictions (0-1, higher is better).",
        "AlphaFold2 Multimer Interface PAE": "The AlphaFold2 Multimer model interface PAE estimates position errors specifically at interfaces in multimeric predictions (lower is better).",
        "AlphaFold2 Multimer Overall PAE": "The AlphaFold2 Multimer model overall PAE estimates position errors across the entire structure in multimeric predictions (lower is better).",
        "AlphaFold2 Multimer Interface pLDDT": "The AlphaFold2 Multimer model interface pLDDT measures confidence in interface region predictions for multimeric models (0-100, higher is better).",
        "AlphaFold2 Multimer Average pLDDT": "The AlphaFold2 Multimer model average pLDDT provides the mean confidence across all residues in multimeric predictions (0-100, higher is better).",
        "AlphaFold2 Multimer pTM Score": "The AlphaFold2 Multimer model pTM score assesses overall fold accuracy in multimeric predictions (0-1, higher is better).",
        "AlphaFold2 Multimer Interface pTM": "The AlphaFold2 Multimer model interface pTM specifically evaluates accuracy of interface regions in multimeric predictions (0-1, higher is better).",
    }
    return descriptions.get(score, "No description available for this score.")


def compute_correlation_data(
    spr_data_with_scores: pd.DataFrame, score_cols: list[str]
) -> pd.DataFrame:
    corr_data_file = Path("corr_data.csv")
    if corr_data_file.exists():
        logger.info(f"Loading correlation data from {corr_data_file}")
        return pd.read_csv(corr_data_file)

    corr_data = []
    spr_data_with_scores["log_kd"] = np.log10(spr_data_with_scores["KD (nM)"])
    kd_col = "KD (nM)"
    corr_funcs = {}
    corr_funcs["Spearman"] = spearmanr
    corr_funcs["Pearson"] = pearsonr
    for kd_col in ["KD (nM)", "log_kd"]:
        for correlation_type, corr_func in corr_funcs.items():
            for score_col in score_cols:
                logger.info(
                    f"Computing {correlation_type} correlation between {score_col} and {kd_col}"
                )
                res = corr_func(
                    spr_data_with_scores[kd_col], spr_data_with_scores[score_col]
                )
                logger.info(f"Correlation function: {corr_func}")
                correlation_value = res.statistic
                corr_data.append(
                    {
                        "correlation_type": correlation_type,
                        "kd_col": kd_col,
                        "score": score_col,
                        "correlation": correlation_value,
                        "p-value": res.pvalue,
                    }
                )

    corr_data = pd.DataFrame(corr_data)
    # Find the lines in corr_data with NaN values and remove them
    corr_data = corr_data[corr_data["correlation"].notna()]
    # Sort correlation data by correlation value
    corr_data = corr_data.sort_values("correlation", ascending=True)

    corr_data.to_csv("corr_data.csv", index=False)

    return corr_data


def plot_correlation_ranking(
    corr_data: pd.DataFrame, correlation_type: str, kd_col: str
) -> go.Figure:
    # Create bar plot of correlations
    data = corr_data[
        (corr_data["correlation_type"] == correlation_type)
        & (corr_data["kd_col"] == kd_col)
    ]
    corr_ranking_plot = go.Figure(
        data=[
            go.Bar(
                x=data["correlation"],
                y=data["score"],
                name=correlation_type,
                orientation="h",
                hovertemplate="<i>Score:</i> %{y}<br><i>Correlation:</i> %{x:.3f}<br>",
            )
        ]
    )
    corr_ranking_plot.update_layout(
        title="Correlation with Binding Affinity",
        yaxis_title="Score",
        xaxis_title=correlation_type,
        template="simple_white",
        showlegend=False,
    )
    return corr_ranking_plot


def fake_predict_and_correlate(
    spr_data_with_scores: pd.DataFrame, score_cols: list[str], main_cols: list[str]
) -> tuple[pd.DataFrame, go.Figure]:
    """Fake predict structures of all complexes and correlate the results."""

    corr_data = compute_correlation_data(spr_data_with_scores, score_cols)
    corr_ranking_plot = plot_correlation_ranking(corr_data, "Spearman", kd_col="KD (nM)")

    cols_to_show = main_cols[:]
    cols_to_show.extend(score_cols)

    corr_plot = make_regression_plot(spr_data_with_scores, score_cols[0], use_log=False)

    return spr_data_with_scores[cols_to_show].round(2), corr_ranking_plot, corr_plot


def make_regression_plot(
    spr_data_with_scores: pd.DataFrame, score: str, use_log: bool
) -> go.Figure:
    """Select the regression plot to display."""
    # corr_plot is a scatter plot of the regression between the binding affinity and each of the scores
    scatter = go.Scatter(
        x=spr_data_with_scores["KD (nM)"],
        y=spr_data_with_scores[score],
        name=f"Samples",
        mode="markers",  # Only show markers/dots, no lines
        hovertemplate="<i>Score:</i> %{y}<br><i>KD:</i> %{x:.2f}<br>",
        marker=dict(color="#1f77b4"),  # Set color to match default first color
    )
    corr_plot = go.Figure(data=scatter)
    corr_plot.update_layout(
        xaxis_title="KD (nM)",
        yaxis_title=score,
        template="simple_white",
        legend=dict(
            orientation="h",
            yanchor="bottom",
            y=1.02,
            xanchor="right",
            x=1,
        ),
        xaxis_type="log" if use_log else "linear",  # Set x-axis to logarithmic scale
    )
    # compute the regression line
    if use_log:
        # Take log of KD values for fitting
        x_vals = np.log10(spr_data_with_scores["KD (nM)"])
    else:
        x_vals = spr_data_with_scores["KD (nM)"]

    # Fit line to data
    corr_line = np.polyfit(x_vals, spr_data_with_scores[score], 1)

    # Generate x points for line
    corr_line_x = np.linspace(min(x_vals), max(x_vals), 100)
    corr_line_y = corr_line[0] * corr_line_x + corr_line[1]

    # Convert back from log space if needed
    if use_log:
        corr_line_x = 10**corr_line_x
    # add the regression line to the plot
    corr_plot.add_trace(
        go.Scatter(
            x=corr_line_x,
            y=corr_line_y,
            mode="lines",
            name=f"Regression line",
            line=dict(color="#1f77b4"),  # Set same color as scatter points
        )
    )
    return corr_plot