import pandas as pd
import numpy as np
import os
import tomli as toml
from utils.data.datasets import prepare_datasets
import utils.ensemble as ens
import torch
import matplotlib.pyplot as plt
import sklearn.metrics as metrics
from tqdm import tqdm
import utils.metrics as met
import itertools as it
import matplotlib.ticker as ticker
import glob
import pickle as pk
import warnings
import random as rand

warnings.filterwarnings('error')


def plot_image_grid(image_ids, dataset, rows, path, titles=None):
    fig, axs = plt.subplots(rows, len(image_ids) // rows)
    for i, ax in enumerate(axs.flat):
        image_id = image_ids[i]
        image = dataset[image_id][0][0].squeeze().cpu().numpy()
        # We now have a 3d image of size (91, 109, 91), and we want to take a slice from the middle of the image
        image = image[:, :, 45]

        ax.imshow(image, cmap='gray')
        ax.axis('off')
        if titles is not None:
            ax.set_title(titles[i])

    plt.savefig(path)
    plt.close()


def plot_single_image(image_id, dataset, path, title=None):
    fig, ax = plt.subplots()
    image = dataset[image_id][0][0].squeeze().cpu().numpy()
    # We now have a 3d image of size (91, 109, 91), and we want to take a slice from the middle of the image
    image = image[:, :, 45]

    ax.imshow(image, cmap='gray')
    ax.axis('off')
    if title is not None:
        ax.set_title(title)

    plt.savefig(path)
    plt.close()


# Given a dataframe of the form {data_id: (stat_1, stat_2, ..., correct)}, plot the two statistics against each other and color by correctness
def plot_statistics_versus(
    stat_1, stat_2, xaxis_name, yaxis_name, title, dataframe, path, annotate=False
):
    # Get correct predictions and incorrect predictions dataframes
    corr_df = dataframe[dataframe['correct']]
    incorr_df = dataframe[~dataframe['correct']]

    # Plot the correct and incorrect predictions
    fig, ax = plt.subplots()
    ax.scatter(corr_df[stat_1], corr_df[stat_2], c='green', label='Correct')
    ax.scatter(incorr_df[stat_1], incorr_df[stat_2], c='red', label='Incorrect')
    ax.legend()
    ax.set_xlabel(xaxis_name)
    ax.set_ylabel(yaxis_name)
    ax.set_title(title)

    if annotate:
        print('DEBUG -- REMOVE: Annotating')
        # label correct points green
        for row in dataframe[[stat_1, stat_2]].itertuples():
            plt.text(row[1], row[2], row[0], fontsize=6, color='black')

    plt.savefig(path)


# Models is a dictionary with the model ids as keys and the model data as values
def get_model_predictions(models, data):
    predictions = {}
    for model_id, model in models.items():
        model.eval()
        with torch.no_grad():
            # Get the predictions
            output = model(data)
            predictions[model_id] = output.detach().cpu().numpy()

    return predictions


def load_models_v2(folder, device):
    glob_path = os.path.join(folder, '*.pt')
    model_files = glob.glob(glob_path)
    model_dict = {}

    for model_file in model_files:
        model = torch.load(model_file, map_location=device)
        model_id = os.path.basename(model_file).split('_')[0]
        model_dict[model_id] = model

    if len(model_dict) == 0:
        raise FileNotFoundError('No models found in the specified directory: ' + folder)

    return model_dict


# Ensures that both mri and xls tensors in the data are unsqueezed and are on the correct device
def preprocess_data(data, device):
    mri, xls = data
    mri = mri.unsqueeze(0).to(device)
    xls = xls.unsqueeze(0).to(device)
    return (mri, xls)


def ensemble_dataset_predictions(models, dataset, device):
    # For each datapoint, get the predictions of each model
    predictions = {}
    for i, (data, target) in tqdm(enumerate(dataset), total=len(dataset)):
        # Preprocess data
        data = preprocess_data(data, device)
        # Predictions is a dicionary of tuples, with the target as the first and the model predicions dictionary as the second
        # The key is the id of the image
        predictions[i] = (
            target.detach().cpu().numpy(),
            get_model_predictions(models, data),
        )

    return predictions


# Given a dictionary of predictions, select one model and eliminate the rest
def select_individual_model(predictions, model_id):
    selected_model_predictions = {}
    for key, value in predictions.items():
        selected_model_predictions[key] = (
            value[0],
            {model_id: value[1][str(model_id)]},
        )
    return selected_model_predictions


# Given a dictionary of predictions, select a subset of models and eliminate the rest
# predictions dictory of the form {data_id: (target, {model_id: prediction})}
def select_subset_models(predictions, model_ids):
    selected_model_predictions = {}
    for key, value in predictions.items():
        target = value[0]
        model_predictions = value[1]

        # Filter the model predictions, only keeping selected models
        selected_model_predictions[key] = (
            target,
            {model_id: model_predictions[str(model_id + 1)] for model_id in model_ids},
        )

    return selected_model_predictions


# Given a dictionary of predictions, calculate statistics (stdev, mean, entropy, correctness) for each result
# Returns a dataframe of the form {data_id: (mean, stdev, entropy, confidence, correct, predicted, actual)}
def calculate_statistics(predictions):
    # Create DataFrame with columns for each statistic
    stats_df = pd.DataFrame(
        columns=[
            'mean',
            'stdev',
            'entropy',
            'confidence',
            'correct',
            'predicted',
            'actual',
        ]
    )

    # First, loop through each prediction
    for key, value in predictions.items():
        target = value[0]
        model_predictions = list(value[1].values())

        # Calculate the mean and stdev of predictions
        mean = np.squeeze(np.mean(model_predictions, axis=0))
        stdev = np.squeeze(np.std(model_predictions, axis=0))[1]

        # Calculate the entropy of the predictions
        entropy = met.entropy(mean)

        # Calculate confidence
        confidence = (np.max(mean) - 0.5) * 2

        # Calculate predicted and actual
        predicted = np.argmax(mean)
        actual = np.argmax(target)

        # Determine if the prediction is correct
        correct = predicted == actual

        # Add the statistics to the dataframe
        stats_df.loc[key] = [
            mean,
            stdev,
            entropy,
            confidence,
            correct,
            predicted,
            actual,
        ]

    return stats_df


# Takes in a dataframe of the form {data_id: statistic, ...} and calculates the thresholds for the statistic
# Output of the form DataFrame(index=threshold, columns=[accuracy, f1])
def conduct_threshold_analysis(statistics, statistic_name, low_to_high=True):
    # Gives a dataframe
    percentile_df = statistics[statistic_name].quantile(
        q=np.linspace(0.05, 0.95, num=18)
    )

    # Dictionary of form {threshold: {metric: value}}
    thresholds_pd = pd.DataFrame(index=percentile_df.index, columns=['accuracy', 'f1'])
    for percentile, value in percentile_df.items():
        # Filter the statistics
        if low_to_high:
            filtered_statistics = statistics[statistics[statistic_name] < value]
        else:
            filtered_statistics = statistics[statistics[statistic_name] >= value]

        # Calculate accuracy and f1 score
        accuracy = filtered_statistics['correct'].mean()

        # Calculate F1 score
        predicted = filtered_statistics['predicted'].values
        actual = filtered_statistics['actual'].values

        f1 = metrics.f1_score(actual, predicted)

        # Add the metrics to the dataframe
        thresholds_pd.loc[percentile] = [accuracy, f1]

    return thresholds_pd


# Takes a dictionary of the form {threshold: {metric: value}} for a given statistic and plots the metric against the threshold.
# Can plot an additional line if given (used for individual results)
def plot_threshold_analysis(
    thresholds_metric, title, x_label, y_label, path, additional_set=None, flip=False
):
    # Initialize the plot
    fig, ax = plt.subplots()

    # Get the thresholds and metrics
    thresholds = list(thresholds_metric.index)
    metric = list(thresholds_metric.values)

    # Plot the metric against the threshold
    plt.plot(thresholds, metric, 'bo-', label='Ensemble')

    if additional_set is not None:
        # Get the thresholds and metrics
        thresholds = list(additional_set.index)
        metric = list(additional_set.values)

        # Plot the metric against the threshold
        plt.plot(thresholds, metric, 'rx-', label='Individual')

    if flip:
        ax.invert_xaxis()

    # Add labels
    plt.title(title)
    plt.xlabel(x_label)
    plt.ylabel(y_label)
    plt.legend()
    ax.xaxis.set_major_formatter(ticker.PercentFormatter(xmax=1))

    plt.savefig(path)
    plt.close()


# Code from https://stackoverflow.com/questions/16458340
# Returns the intersections of multiple dictionaries
def common_entries(*dcts):
    if not dcts:
        return
    for i in set(dcts[0]).intersection(*dcts[1:]):
        yield (i,) + tuple(d[i] for d in dcts)


# Given ensemble statistics, calculate overall stats (ECE, MCE, Brier Score, NLL)
def calculate_overall_statistics(ensemble_statistics):
    predicted = ensemble_statistics['predicted']
    actual = ensemble_statistics['actual']

    # New dataframe to store the statistics
    stats_df = pd.DataFrame(
        columns=['stat', 'ECE', 'MCE', 'Brier Score', 'NLL']
    ).set_index('stat')

    # Loop through and calculate the ECE, MCE, Brier Score, and NLL
    for stat in ['confidence', 'entropy', 'stdev', 'raw_confidence']:
        ece = met.ECE(predicted, ensemble_statistics[stat], actual)
        mce = met.MCE(predicted, ensemble_statistics[stat], actual)
        brier = met.brier_binary(ensemble_statistics[stat], actual)
        nll = met.nll_binary(ensemble_statistics[stat], actual)

        stats_df.loc[stat] = [ece, mce, brier, nll]

    return stats_df


# CONFIGURATION
def load_config():
    if os.getenv('ADL_CONFIG_PATH') is None:
        with open('config.toml', 'rb') as f:
            config = toml.load(f)
    else:
        with open(os.getenv('ADL_CONFIG_PATH'), 'rb') as f:
            config = toml.load(f)

    return config

def prune_dataset(dataset, pruned_ids):
    pruned_dataset = []
    for i, (data, target) in enumerate(dataset):
        if i not in pruned_ids:
            pruned_dataset.append((data, target))

    return pruned_dataset


def main():
    config = load_config()

    ENSEMBLE_PATH = f"{config['paths']['model_output']}{config['ensemble']['name']}"

    V3_PATH = ENSEMBLE_PATH + '/v3'

    # Create the directory if it does not exist
    if not os.path.exists(V3_PATH):
        os.makedirs(V3_PATH)

    # Load the models
    device = torch.device(config['training']['device'])
    models = load_models_v2(f'{ENSEMBLE_PATH}/models/', device)

    # Load Dataset
    dataset = torch.load(f'{ENSEMBLE_PATH}/test_dataset.pt') + torch.load(
        f'{ENSEMBLE_PATH}/val_dataset.pt'
    )


    if config['ensemble']['run_models']:
        # Get thre predicitons of the ensemble
        ensemble_predictions = ensemble_dataset_predictions(models, dataset, device)

        # Save to file using pickle
        with open(f'{V3_PATH}/ensemble_predictions.pk', 'wb') as f:
            pk.dump(ensemble_predictions, f)
    else:
        # Load the predictions from file
        with open(f'{V3_PATH}/ensemble_predictions.pk', 'rb') as f:
            ensemble_predictions = pk.load(f)

    # Get the statistics and thresholds of the ensemble
    ensemble_statistics = calculate_statistics(ensemble_predictions)

    stdev_thresholds = conduct_threshold_analysis(
        ensemble_statistics, 'stdev', low_to_high=True
    )
    entropy_thresholds = conduct_threshold_analysis(
        ensemble_statistics, 'entropy', low_to_high=True
    )
    confidence_thresholds = conduct_threshold_analysis(
        ensemble_statistics, 'confidence', low_to_high=False
    )

    raw_confidence = ensemble_statistics['confidence'].apply(lambda x: (x / 2) + 0.5)
    ensemble_statistics.insert(4, 'raw_confidence', raw_confidence)

    # Plot confidence vs standard deviation
    plot_statistics_versus(
        'raw_confidence',
        'stdev',
        'Confidence',
        'Standard Deviation',
        'Confidence vs Standard Deviation',
        ensemble_statistics,
        f'{V3_PATH}/confidence_vs_stdev.png',
        annotate=True,
    )

    # Plot images - 3 weird and 3 normal
    # Selected from confidence vs stdev plot
    plot_image_grid(
        [279, 202, 28, 107, 27, 121],
        dataset,
        2,
        f'{V3_PATH}/image_grid.png',
        titles=[
            'Weird: 279',
            'Weird: 202',
            'Weird: 28',
            'Normal: 107',
            'Normal: 27',
            'Normal: 121',
        ],
    )

    # Filter dataset for where confidence < .7 and stdev < .1
    weird_results = ensemble_statistics.loc[
        (
            (ensemble_statistics['raw_confidence'] < 0.7)
            & (ensemble_statistics['stdev'] < 0.1)
        )
    ]
    normal_results = ensemble_statistics.loc[
        ~(
            (ensemble_statistics['raw_confidence'] < 0.7)
            & (ensemble_statistics['stdev'] < 0.1)
        )
    ]
    # Get the data ids in a list
    # Plot the images
    if not os.path.exists(f'{V3_PATH}/images'):
        os.makedirs(f'{V3_PATH}/images/weird')
        os.makedirs(f'{V3_PATH}/images/normal')

    for i in weird_results.itertuples():
        id = i.Index
        conf = i.raw_confidence
        stdev = i.stdev

        plot_single_image(
            id,
            dataset,
            f'{V3_PATH}/images/weird/{id}.png',
            title=f'ID: {id}, Confidence: {conf}, Stdev: {stdev}',
        )

    for i in normal_results.itertuples():
        id = i.Index
        conf = i.raw_confidence
        stdev = i.stdev

        plot_single_image(
            id,
            dataset,
            f'{V3_PATH}/images/normal/{id}.png',
            title=f'ID: {id}, Confidence: {conf}, Stdev: {stdev}',
        )

    # Calculate overall statistics
    overall_statistics = calculate_overall_statistics(ensemble_statistics)

    # Print overall statistics
    print(overall_statistics)

    # Print overall ensemble statistics
    print('Ensemble Statistics')
    print(f"Accuracy: {ensemble_statistics['correct'].mean()}")
    print(
        f"F1 Score: {metrics.f1_score(ensemble_statistics['actual'], ensemble_statistics['predicted'])}"
    )

    # Get the predictions, statistics and thresholds an individual model
    indv_id = config['ensemble']['individual_id']
    indv_predictions = select_individual_model(ensemble_predictions, indv_id)
    indv_statistics = calculate_statistics(indv_predictions)

    # Calculate entropy and confidence thresholds for individual model
    indv_entropy_thresholds = conduct_threshold_analysis(
        indv_statistics, 'entropy', low_to_high=True
    )
    indv_confidence_thresholds = conduct_threshold_analysis(
        indv_statistics, 'confidence', low_to_high=False
    )

    # Plot the threshold analysis for standard deviation
    plot_threshold_analysis(
        stdev_thresholds['accuracy'],
        'Stdev Threshold Analysis for Accuracy',
        'Stdev Threshold',
        'Accuracy',
        f'{V3_PATH}/stdev_threshold_analysis.png',
        flip=True,
    )
    plot_threshold_analysis(
        stdev_thresholds['f1'],
        'Stdev Threshold Analysis for F1 Score',
        'Stdev Threshold',
        'F1 Score',
        f'{V3_PATH}/stdev_threshold_analysis_f1.png',
        flip=True,
    )

    # Plot the threshold analysis for entropy
    plot_threshold_analysis(
        entropy_thresholds['accuracy'],
        'Entropy Threshold Analysis for Accuracy',
        'Entropy Threshold',
        'Accuracy',
        f'{V3_PATH}/entropy_threshold_analysis.png',
        indv_entropy_thresholds['accuracy'],
        flip=True,
    )
    plot_threshold_analysis(
        entropy_thresholds['f1'],
        'Entropy Threshold Analysis for F1 Score',
        'Entropy Threshold',
        'F1 Score',
        f'{V3_PATH}/entropy_threshold_analysis_f1.png',
        indv_entropy_thresholds['f1'],
        flip=True,
    )

    # Plot the threshold analysis for confidence
    plot_threshold_analysis(
        confidence_thresholds['accuracy'],
        'Confidence Threshold Analysis for Accuracy',
        'Confidence Threshold',
        'Accuracy',
        f'{V3_PATH}/confidence_threshold_analysis.png',
        indv_confidence_thresholds['accuracy'],
    )
    plot_threshold_analysis(
        confidence_thresholds['f1'],
        'Confidence Threshold Analysis for F1 Score',
        'Confidence Threshold',
        'F1 Score',
        f'{V3_PATH}/confidence_threshold_analysis_f1.png',
        indv_confidence_thresholds['f1'],
    )


if __name__ == '__main__':
    main()