rscm-core 0.4.1

//! Grid transformation components for automatic spatial resolution conversion.
//!
//! When components with different spatial resolutions are connected in a model,
//! the framework needs to aggregate values from finer grids to coarser grids.
//! This module provides transformation components that are automatically inserted
//! by the [`ModelBuilder`](crate::model::ModelBuilder) to handle these conversions.
//!
//! # Supported Transformations
//!
//! The framework supports aggregation from finer to coarser grids:
//!
//! | From | To | Transform Component |
//! |------|-----|---------------------|
//! | FourBox | Scalar | [`FourBoxToScalarTransform`] |
//! | FourBox | Hemispheric | [`FourBoxToHemisphericTransform`] |
//! | Hemispheric | Scalar | [`HemisphericToScalarTransform`] |
//!
//! Disaggregation (coarser to finer) is **not supported** because it requires
//! additional assumptions about regional distribution that should be made
//! explicitly by the user.
//!
//! # Aggregation Weights
//!
//! Each grid type defines weights that determine how regional values are combined:
//!
//! - **FourBox (MAGICC standard)**: Equal weights (0.25 each) for Northern Ocean,
//!   Northern Land, Southern Ocean, Southern Land
//! - **Hemispheric**: Equal weights (0.5 each) for Northern and Southern hemispheres
//!
//! Custom weights can be specified when creating transform components.
//!
//! # Variable Naming Convention
//!
//! When a component produces output at a finer resolution than a consumer expects,
//! the transform component reads from a grid-suffixed variable name and writes
//! to the base name:
//!
//! - `"Temperature|FourBox"` -> `"Temperature"` (FourBox to Scalar)
//! - `"Temperature|FourBox"` -> `"Temperature|Hemispheric"` (FourBox to Hemispheric)
//! - `"Temperature|Hemispheric"` -> `"Temperature"` (Hemispheric to Scalar)

use crate::component::{
    Component, GridType, InputState, OutputState, RequirementDefinition, RequirementType,
};
use crate::errors::RSCMResult;
use crate::spatial::{FourBoxGrid, HemisphericGrid, SpatialGrid};
use crate::timeseries::Time;
use serde::{Deserialize, Serialize};
use std::collections::HashMap;

/// Transforms four-box regional values to a global scalar via weighted aggregation.
///
/// This component reads a variable with suffix `|FourBox` and outputs a scalar
/// value computed as the weighted average of the four regional values.
///
/// # Automatic Insertion
///
/// The [`ModelBuilder`](crate::model::ModelBuilder) automatically inserts this
/// transform when a component producing FourBox output is connected to a component
/// expecting Scalar input.
///
/// # Weights
///
/// By default, uses MAGICC standard weights (equal 0.25 for each region).
/// The global value is computed as:
///
/// $$
/// T_{global} = \sum_{i} w_i \cdot T_i
/// $$
///
/// where $w_i$ are the regional weights and $T_i$ are the regional values.
#[derive(Debug, Clone, Serialize, Deserialize)]
pub struct FourBoxToScalarTransform {
    /// Base variable name (without grid suffix)
    variable_name: String,
    /// Physical units of the variable
    unit: String,
    /// Grid definition with aggregation weights
    grid: FourBoxGrid,
}

impl FourBoxToScalarTransform {
    /// Create a new FourBox to Scalar transformation
    pub fn new(variable_name: &str, unit: &str, grid: FourBoxGrid) -> Self {
        Self {
            variable_name: variable_name.to_string(),
            unit: unit.to_string(),
            grid,
        }
    }

    /// Create with default MAGICC standard weights
    pub fn with_standard_weights(variable_name: &str, unit: &str) -> Self {
        Self::new(variable_name, unit, FourBoxGrid::magicc_standard())
    }

    /// Get the input variable name (FourBox suffixed)
    fn input_name(&self) -> String {
        format!("{}|FourBox", self.variable_name)
    }
}

#[typetag::serde]
impl Component for FourBoxToScalarTransform {
    fn definitions(&self) -> Vec<RequirementDefinition> {
        vec![
            RequirementDefinition::with_grid(
                &self.input_name(),
                &self.unit,
                RequirementType::Input,
                GridType::FourBox,
            ),
            RequirementDefinition::with_grid(
                &self.variable_name,
                &self.unit,
                RequirementType::Output,
                GridType::Scalar,
            ),
        ]
    }

    fn solve(
        &self,
        _t_current: Time,
        _t_next: Time,
        input_state: &InputState,
    ) -> RSCMResult<OutputState> {
        let window = input_state.get_four_box_window(&self.input_name());
        let values = window.current_all();
        let global = self.grid.aggregate_global(&values);

        let mut output = HashMap::new();
        output.insert(
            self.variable_name.clone(),
            crate::state::StateValue::Scalar(global),
        );
        Ok(output)
    }
}

/// Transforms four-box regional values to hemispheric values.
///
/// This component aggregates the four MAGICC regions into two hemispheric values:
/// - Northern Hemisphere = weighted average of Northern Ocean + Northern Land
/// - Southern Hemisphere = weighted average of Southern Ocean + Southern Land
///
/// # Variable Names
///
/// Reads from `"Variable|FourBox"` and outputs to `"Variable|Hemispheric"`.
#[derive(Debug, Clone, Serialize, Deserialize)]
pub struct FourBoxToHemisphericTransform {
    /// Base variable name (without grid suffix)
    variable_name: String,
    /// Physical units of the variable
    unit: String,
    /// Grid definition with aggregation weights
    grid: FourBoxGrid,
}

impl FourBoxToHemisphericTransform {
    /// Create a new FourBox to Hemispheric transformation
    pub fn new(variable_name: &str, unit: &str, grid: FourBoxGrid) -> Self {
        Self {
            variable_name: variable_name.to_string(),
            unit: unit.to_string(),
            grid,
        }
    }

    /// Create with default MAGICC standard weights
    pub fn with_standard_weights(variable_name: &str, unit: &str) -> Self {
        Self::new(variable_name, unit, FourBoxGrid::magicc_standard())
    }

    /// Get the input variable name (FourBox suffixed)
    fn input_name(&self) -> String {
        format!("{}|FourBox", self.variable_name)
    }

    /// Get the output variable name (Hemispheric suffixed)
    fn output_name(&self) -> String {
        format!("{}|Hemispheric", self.variable_name)
    }
}

#[typetag::serde]
impl Component for FourBoxToHemisphericTransform {
    fn definitions(&self) -> Vec<RequirementDefinition> {
        vec![
            RequirementDefinition::with_grid(
                &self.input_name(),
                &self.unit,
                RequirementType::Input,
                GridType::FourBox,
            ),
            RequirementDefinition::with_grid(
                &self.output_name(),
                &self.unit,
                RequirementType::Output,
                GridType::Hemispheric,
            ),
        ]
    }

    fn solve(
        &self,
        _t_current: Time,
        _t_next: Time,
        input_state: &InputState,
    ) -> RSCMResult<OutputState> {
        let window = input_state.get_four_box_window(&self.input_name());
        let values = window.current_all();
        let target = HemisphericGrid::equal_weights();
        let hemispheric = self.grid.transform_to(&values, &target)?;

        let mut output = HashMap::new();
        output.insert(
            self.output_name(),
            crate::state::StateValue::Hemispheric(crate::state::HemisphericSlice::from_array([
                hemispheric[0],
                hemispheric[1],
            ])),
        );
        Ok(output)
    }
}

/// Transforms hemispheric values to a global scalar via weighted aggregation.
///
/// This component reads a variable with suffix `|Hemispheric` and outputs a scalar
/// value computed as the weighted average of the two hemispheric values.
///
/// # Variable Names
///
/// Reads from `"Variable|Hemispheric"` and outputs to `"Variable"`.
///
/// # Default Weights
///
/// Uses equal weights (0.5 each) for Northern and Southern hemispheres by default.
#[derive(Debug, Clone, Serialize, Deserialize)]
pub struct HemisphericToScalarTransform {
    /// Base variable name (without grid suffix)
    variable_name: String,
    /// Physical units of the variable
    unit: String,
    /// Grid definition with aggregation weights
    grid: HemisphericGrid,
}

impl HemisphericToScalarTransform {
    /// Create a new Hemispheric to Scalar transformation
    pub fn new(variable_name: &str, unit: &str, grid: HemisphericGrid) -> Self {
        Self {
            variable_name: variable_name.to_string(),
            unit: unit.to_string(),
            grid,
        }
    }

    /// Create with equal hemisphere weights
    pub fn with_equal_weights(variable_name: &str, unit: &str) -> Self {
        Self::new(variable_name, unit, HemisphericGrid::equal_weights())
    }

    /// Get the input variable name (Hemispheric suffixed)
    fn input_name(&self) -> String {
        format!("{}|Hemispheric", self.variable_name)
    }
}

#[typetag::serde]
impl Component for HemisphericToScalarTransform {
    fn definitions(&self) -> Vec<RequirementDefinition> {
        vec![
            RequirementDefinition::with_grid(
                &self.input_name(),
                &self.unit,
                RequirementType::Input,
                GridType::Hemispheric,
            ),
            RequirementDefinition::with_grid(
                &self.variable_name,
                &self.unit,
                RequirementType::Output,
                GridType::Scalar,
            ),
        ]
    }

    fn solve(
        &self,
        _t_current: Time,
        _t_next: Time,
        input_state: &InputState,
    ) -> RSCMResult<OutputState> {
        let window = input_state.get_hemispheric_window(&self.input_name());
        let values = window.current_all();
        let global = self.grid.aggregate_global(&values);

        let mut output = HashMap::new();
        output.insert(
            self.variable_name.clone(),
            crate::state::StateValue::Scalar(global),
        );
        Ok(output)
    }
}

/// Check if two grid types can be connected (possibly with a transform).
///
/// Two grid types are compatible if:
/// - They are identical (no transform needed)
/// - The producer has a finer resolution than the consumer (aggregation is possible)
///
/// # Arguments
///
/// * `producer` - Grid type of the component producing the variable
/// * `consumer` - Grid type expected by the consuming component
///
/// # Returns
///
/// `true` if the connection is valid, `false` otherwise.
///
/// # Grid Hierarchy
///
/// From finest to coarsest: FourBox > Hemispheric > Scalar
///
/// Finer-to-coarser connections are allowed (aggregation), but coarser-to-finer
/// connections are not (disaggregation would require assumptions).
pub fn grids_compatible(producer: GridType, consumer: GridType) -> bool {
    match (producer, consumer) {
        // Same type always compatible
        (GridType::Scalar, GridType::Scalar) => true,
        (GridType::FourBox, GridType::FourBox) => true,
        (GridType::Hemispheric, GridType::Hemispheric) => true,

        // Finer to coarser is OK (can aggregate)
        (GridType::FourBox, GridType::Scalar) => true,
        (GridType::FourBox, GridType::Hemispheric) => true,
        (GridType::Hemispheric, GridType::Scalar) => true,

        // Coarser to finer is NOT OK (cannot disaggregate without assumptions)
        (GridType::Scalar, GridType::FourBox) => false,
        (GridType::Scalar, GridType::Hemispheric) => false,
        (GridType::Hemispheric, GridType::FourBox) => false,
    }
}

/// Check if a grid transformation component should be inserted.
///
/// Returns `true` if:
/// - The grid types differ (transform needed)
/// - The connection is compatible (aggregation is possible)
///
/// # Arguments
///
/// * `producer` - Grid type of the component producing the variable
/// * `consumer` - Grid type expected by the consuming component
///
/// # Example
///
/// ```
/// use rscm_core::component::GridType;
/// use rscm_core::grid_transform::needs_transform;
///
/// // FourBox producer to Scalar consumer: needs transform
/// assert!(needs_transform(GridType::FourBox, GridType::Scalar));
///
/// // Same grid type: no transform needed
/// assert!(!needs_transform(GridType::Scalar, GridType::Scalar));
///
/// // Incompatible (Scalar to FourBox): returns false (would error elsewhere)
/// assert!(!needs_transform(GridType::Scalar, GridType::FourBox));
/// ```
pub fn needs_transform(producer: GridType, consumer: GridType) -> bool {
    producer != consumer && grids_compatible(producer, consumer)
}

#[cfg(test)]
mod tests {
    use super::*;

    #[test]
    fn test_grids_compatible_same_type() {
        assert!(grids_compatible(GridType::Scalar, GridType::Scalar));
        assert!(grids_compatible(GridType::FourBox, GridType::FourBox));
        assert!(grids_compatible(
            GridType::Hemispheric,
            GridType::Hemispheric
        ));
    }

    #[test]
    fn test_grids_compatible_finer_to_coarser() {
        assert!(grids_compatible(GridType::FourBox, GridType::Scalar));
        assert!(grids_compatible(GridType::FourBox, GridType::Hemispheric));
        assert!(grids_compatible(GridType::Hemispheric, GridType::Scalar));
    }

    #[test]
    fn test_grids_incompatible_coarser_to_finer() {
        assert!(!grids_compatible(GridType::Scalar, GridType::FourBox));
        assert!(!grids_compatible(GridType::Scalar, GridType::Hemispheric));
        assert!(!grids_compatible(GridType::Hemispheric, GridType::FourBox));
    }

    #[test]
    fn test_needs_transform() {
        // Same type: no transform needed
        assert!(!needs_transform(GridType::Scalar, GridType::Scalar));
        assert!(!needs_transform(GridType::FourBox, GridType::FourBox));

        // Different but compatible: transform needed
        assert!(needs_transform(GridType::FourBox, GridType::Scalar));
        assert!(needs_transform(GridType::FourBox, GridType::Hemispheric));
        assert!(needs_transform(GridType::Hemispheric, GridType::Scalar));

        // Incompatible: no transform (would error)
        assert!(!needs_transform(GridType::Scalar, GridType::FourBox));
    }

    #[test]
    fn test_four_box_to_scalar_transform_definitions() {
        let transform = FourBoxToScalarTransform::with_standard_weights("Temperature", "K");
        let defs = transform.definitions();

        assert_eq!(defs.len(), 2);
        assert_eq!(defs[0].name, "Temperature|FourBox");
        assert_eq!(defs[0].grid_type, GridType::FourBox);
        assert_eq!(defs[1].name, "Temperature");
        assert_eq!(defs[1].grid_type, GridType::Scalar);
    }

    #[test]
    fn test_hemispheric_to_scalar_transform_definitions() {
        let transform = HemisphericToScalarTransform::with_equal_weights("Precipitation", "mm/yr");
        let defs = transform.definitions();

        assert_eq!(defs.len(), 2);
        assert_eq!(defs[0].name, "Precipitation|Hemispheric");
        assert_eq!(defs[0].grid_type, GridType::Hemispheric);
        assert_eq!(defs[1].name, "Precipitation");
        assert_eq!(defs[1].grid_type, GridType::Scalar);
    }

    // Integration tests for grid auto-transform
    mod integration_tests {
        use super::*;
        use crate::interpolate::strategies::{InterpolationStrategy, LinearSplineStrategy};
        use crate::spatial::FourBoxGrid;
        use crate::timeseries::{FloatValue, GridTimeseries, TimeAxis};
        use crate::timeseries_collection::{TimeseriesData, TimeseriesItem, VariableType};
        use numpy::array;
        use numpy::ndarray::Array2;
        use std::sync::Arc;

        /// Helper to create a FourBox timeseries item for testing
        fn create_four_box_item(name: &str, values: [FloatValue; 4]) -> TimeseriesItem {
            let grid = FourBoxGrid::magicc_standard();
            let time_axis = Arc::new(TimeAxis::from_values(array![2000.0, 2001.0]));
            let data = Array2::from_shape_vec(
                (2, 4),
                vec![
                    values[0], values[1], values[2], values[3], // Time 0
                    values[0], values[1], values[2], values[3], // Time 1
                ],
            )
            .unwrap();

            let ts = GridTimeseries::new(
                data,
                time_axis,
                grid,
                "K".to_string(),
                InterpolationStrategy::from(LinearSplineStrategy::new(true)),
            );

            TimeseriesItem {
                data: TimeseriesData::FourBox(ts),
                name: name.to_string(),
                variable_type: VariableType::Endogenous,
            }
        }

        /// Helper to create a Hemispheric timeseries item for testing
        fn create_hemispheric_item(name: &str, values: [FloatValue; 2]) -> TimeseriesItem {
            use crate::spatial::HemisphericGrid;

            let grid = HemisphericGrid::equal_weights();
            let time_axis = Arc::new(TimeAxis::from_values(array![2000.0, 2001.0]));
            let data = Array2::from_shape_vec(
                (2, 2),
                vec![
                    values[0], values[1], // Time 0
                    values[0], values[1], // Time 1
                ],
            )
            .unwrap();

            let ts = GridTimeseries::new(
                data,
                time_axis,
                grid,
                "mm/yr".to_string(),
                InterpolationStrategy::from(LinearSplineStrategy::new(true)),
            );

            TimeseriesItem {
                data: TimeseriesData::Hemispheric(ts),
                name: name.to_string(),
                variable_type: VariableType::Endogenous,
            }
        }

        #[test]
        fn test_four_box_to_scalar_transform_solve() {
            // Create transform component
            let transform = FourBoxToScalarTransform::with_standard_weights("Temperature", "K");

            // Create input state with FourBox values
            // Values: NO=16.0, NL=14.0, SO=12.0, SL=10.0
            // With equal weights, global average = (16+14+12+10)/4 = 13.0
            let item = create_four_box_item("Temperature|FourBox", [16.0, 14.0, 12.0, 10.0]);
            let input_state = InputState::build(vec![&item], 2000.0);

            // Run the transform
            let output = transform.solve(2000.0, 2001.0, &input_state).unwrap();

            // Check the output is correctly aggregated
            assert_eq!(
                output.get("Temperature"),
                Some(&crate::state::StateValue::Scalar(13.0))
            );
        }

        #[test]
        #[should_panic(expected = "Variable 'Temperature|FourBox' not found in input state")]
        fn test_four_box_to_scalar_transform_with_missing_input() {
            let transform = FourBoxToScalarTransform::with_standard_weights("Temperature", "K");

            // Create empty input state (missing variable)
            let input_state = InputState::empty();

            // Run the transform - should panic when variable is missing
            // The model builder ensures all required inputs are present,
            // so a missing variable is a programming error
            let _ = transform.solve(2000.0, 2001.0, &input_state);
        }

        #[test]
        fn test_hemispheric_to_scalar_transform_solve() {
            // Create transform component
            let transform =
                HemisphericToScalarTransform::with_equal_weights("Precipitation", "mm/yr");

            // Create input state with Hemispheric values
            // Values: N=1000.0, S=500.0
            // With equal weights, global average = (1000+500)/2 = 750.0
            let item = create_hemispheric_item("Precipitation|Hemispheric", [1000.0, 500.0]);
            let input_state = InputState::build(vec![&item], 2000.0);

            // Run the transform
            let output = transform.solve(2000.0, 2001.0, &input_state).unwrap();

            // Check the output is correctly aggregated
            assert_eq!(
                output.get("Precipitation"),
                Some(&crate::state::StateValue::Scalar(750.0))
            );
        }

        #[test]
        fn test_hemispheric_to_scalar_with_weighted_grid() {
            // Create transform with custom weights (70% NH, 30% SH)
            let grid = HemisphericGrid::with_weights([0.7, 0.3]);
            let transform = HemisphericToScalarTransform::new("Precipitation", "mm/yr", grid);

            // Create input state with Hemispheric values
            // Values: N=1000.0, S=500.0
            // With weights 0.7/0.3, global average = 1000*0.7 + 500*0.3 = 700 + 150 = 850.0
            let item = create_hemispheric_item("Precipitation|Hemispheric", [1000.0, 500.0]);
            let input_state = InputState::build(vec![&item], 2000.0);

            // Run the transform
            let output = transform.solve(2000.0, 2001.0, &input_state).unwrap();

            // Check the output is correctly aggregated
            assert_eq!(
                output.get("Precipitation"),
                Some(&crate::state::StateValue::Scalar(850.0))
            );
        }

        #[test]
        fn test_four_box_to_scalar_with_weighted_grid() {
            // Create a grid with custom weights (ocean-heavy: 40% NO, 10% NL, 40% SO, 10% SL)
            let grid = FourBoxGrid::with_weights([0.4, 0.1, 0.4, 0.1]);
            let transform = FourBoxToScalarTransform::new("Temperature", "K", grid);

            // Values: NO=16.0, NL=14.0, SO=12.0, SL=10.0
            // Weighted average = 16*0.4 + 14*0.1 + 12*0.4 + 10*0.1 = 6.4 + 1.4 + 4.8 + 1.0 = 13.6
            let item = create_four_box_item("Temperature|FourBox", [16.0, 14.0, 12.0, 10.0]);
            let input_state = InputState::build(vec![&item], 2000.0);

            let output = transform.solve(2000.0, 2001.0, &input_state).unwrap();

            let expected = 16.0 * 0.4 + 14.0 * 0.1 + 12.0 * 0.4 + 10.0 * 0.1;
            let value = output.get("Temperature").unwrap();
            if let crate::state::StateValue::Scalar(v) = value {
                assert!((v - expected).abs() < 1e-10);
            } else {
                panic!("Expected scalar output");
            }
        }
    }
}