# tests/testthat/test-xi_acf.R

test_that("xi_acf function works and returns correct structure", {
  # Generate synthetic data
  set.seed(42)
  x <- rnorm(100)
  max_lag <- 10
  n_surr <- 10

  # Execute the main function
  res <- xiacf::xi_acf(x, max_lag = max_lag, n_surr = n_surr)

  # Verify the returned S3 class
  expect_s3_class(res, "xi_acf")
  expect_equal(res$max_lag, max_lag)
  expect_equal(res$n_surr, n_surr)
  expect_equal(res$n, length(x))

  # Verify the structure and contents of the data frame
  expect_true("data.frame" %in% class(res$data))
  expected_cols <- c("Lag", "ACF", "Xi", "Xi_Threshold", "ACF_CI", "Xi_Excess")
  expect_true(all(expected_cols %in% names(res$data)))
  expect_equal(nrow(res$data), max_lag)
})

test_that("xi_acf handles input errors gracefully", {
  # Edge case 1: Time series is too short
  expect_error(xiacf::xi_acf(c(1, 2, 3)), "too short")

  # Edge case 2: Constant series (zero variance)
  expect_error(xiacf::xi_acf(rep(1, 100)), "zero variance")

  # Edge case 3: Handling of NA values (should throw an error)
  x_na <- c(rnorm(10), NA)
  expect_error(
    xiacf::xi_acf(x_na, max_lag = 5, n_surr = 5),
    "NA values"
  )
})

test_that("xi_test wrapper throws deprecation warning but returns xi_acf object", {
  set.seed(42)
  x <- rnorm(100)

  # Verify that the wrapper function throws a deprecation warning and returns the correct object type
  expect_warning(
    res <- xiacf::xi_test(x, max_lag = 5, n_surr = 5),
    "deprecated"
  )
  expect_s3_class(res, "xi_acf")
})

test_that("print method produces correct output", {
  x <- rnorm(50)
  res <- xiacf::xi_acf(x, max_lag = 5, n_surr = 5)

  # Capture the output of the print method
  out <- capture.output(print(res))

  # Verify that specific keywords are present in the console output
  expect_true(any(grepl("Chatterjee's Xi-ACF Test", out)))
  expect_true(any(grepl("Data length:", out)))
})

test_that("autoplot.xi_acf returns a ggplot object", {
  set.seed(42)
  x <- rnorm(100)
  res <- xiacf::xi_acf(x, max_lag = 5, n_surr = 5)

  # Verify that autoplot.xi_acf returns a ggplot object
  p <- ggplot2::autoplot(res)
  expect_s3_class(p, "ggplot")
})

test_that("run_rolling_xi_analysis works with sequential execution and time_index", {
  # Test with a small synthetic dataset
  set.seed(42)
  x <- rnorm(50)
  dates <- seq(as.Date("2020-01-01"), by = "1 day", length.out = 50)

  # Execute sequentially to keep the automated test lightweight
  res_df <- xiacf::run_rolling_xi_analysis(
    x = x,
    time_index = dates,
    window_size = 20,
    step_size = 10,
    max_lag = 5,
    n_surr = 10,
    n_cores = 1 # Avoid parallel overhead in CRAN checks
  )

  # Verify the type of the result
  expect_s3_class(res_df, "data.frame")
  expect_true("Xi_Excess" %in% names(res_df))
  expect_true(nrow(res_df) > 0)

  # Verify the time_index columns are properly mapped
  expect_true(all(c("Window_Start_Time", "Window_End_Time") %in% names(res_df)))
  expect_s3_class(res_df$Window_Start_Time, "Date")
  expect_s3_class(res_df$Window_End_Time, "Date")
})

test_that("run_rolling_xi_analysis handles invalid time_index correctly", {
  set.seed(42)
  x <- rnorm(50)
  dates_short <- seq(as.Date("2020-01-01"), by = "1 day", length.out = 30)

  # When lengths differ
  expect_error(
    xiacf::run_rolling_xi_analysis(
      x,
      time_index = dates_short,
      window_size = 20,
      max_lag = 5
    ),
    "exact same length"
  )
})

test_that("run_rolling_xi_analysis saves and loads intermediate results correctly", {
  # 1. Prepare small dummy data for quick calculation
  set.seed(42)
  x_test <- rnorm(100)
  window_size <- 80
  step_size <- 10
  # This setting results in exactly 3 windows: (100 - 80) / 10 + 1 = 3

  # 2. Create a temporary directory for testing
  tmp_dir <- tempfile("xi_rolling_test")
  dir.create(tmp_dir)
  # Ensure the directory is automatically deleted after the test finishes
  on.exit(unlink(tmp_dir, recursive = TRUE))

  # 3. Initial run (Test if files are saved properly)
  res_initial <- run_rolling_xi_analysis(
    x = x_test,
    window_size = window_size,
    step_size = step_size,
    max_lag = 2,
    n_surr = 10,
    n_cores = 1, # Sequential execution is sufficient for this test
    save_dir = tmp_dir
  )

  # Check: Are exactly 3 .rds files created?
  saved_files <- list.files(tmp_dir, pattern = "\\.rds$")
  expect_length(saved_files, 3)

  # 4. Restart run (Test if calculation is skipped when files exist)
  # Intentionally overwrite the first window's file with dummy data
  dummy_df <- data.frame(
    Window_ID = 1,
    Window_Start_Idx = 9999, # Impossible index to prove it was loaded from disk
    Window_End_Idx = 9999,
    Lag = 1,
    Xi_Original = 1,
    Xi_Threshold = 1,
    Xi_Excess = 1
  )
  saveRDS(dummy_df, file = file.path(tmp_dir, "window_000001.rds"))

  # Run again with the exact same conditions
  res_restarted <- run_rolling_xi_analysis(
    x = x_test,
    window_size = window_size,
    step_size = step_size,
    max_lag = 2,
    n_surr = 10,
    n_cores = 1,
    save_dir = tmp_dir
  )

  # Check: The first result should be replaced by the dummy data (proving it skipped calculation)
  expect_equal(res_restarted$Window_Start_Idx[1], 9999)

  # Check: The second window should be loaded normally and match the initial run
  idx_win2_restarted <- res_restarted$Window_Start_Idx[
    res_restarted$Window_ID == 2
  ][1]
  idx_win2_initial <- res_initial$Window_Start_Idx[res_initial$Window_ID == 2][
    1
  ]
  expect_equal(idx_win2_restarted, idx_win2_initial)
})

test_that("sig_level dynamically adjusts thresholds and CIs", {
  set.seed(42)
  x <- rnorm(100)

  # Compare calculations between 95% and 99% significance levels
  res_95 <- xiacf::xi_acf(x, max_lag = 5, n_surr = 50, sig_level = 0.95)
  res_99 <- xiacf::xi_acf(x, max_lag = 5, n_surr = 50, sig_level = 0.99)

  # The ACF confidence interval should be wider (larger) for 99%
  expect_gt(res_99$data$ACF_CI[1], res_95$data$ACF_CI[1])

  # The surrogate thresholds should be generally higher for 99%
  # Compare the means to ensure robustness against random noise
  expect_gt(mean(res_99$data$Xi_Threshold), mean(res_95$data$Xi_Threshold))
})