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/*******************************************************************************
*
* Copyright (c) 2025 - 2026.
* Haixing Hu, Qubit Co. Ltd.
*
* All rights reserved.
*
******************************************************************************/
//! # BiPredicate Abstraction
//!
//! Provides a Rust implementation similar to Java's `BiPredicate`
//! interface for testing whether two values satisfy a condition.
//!
//! ## Core Semantics
//!
//! A **BiPredicate** is fundamentally a pure judgment operation that
//! tests whether two values satisfy a specific condition. It should
//! be:
//!
//! - **Read-only**: Does not modify the tested values
//! - **Side-effect free**: Does not change external state (from the
//! user's perspective)
//! - **Repeatable**: Same inputs should produce the same result
//! - **Deterministic**: Judgment logic should be predictable
//!
//! It is similar to the `Fn(&T, &U) -> bool` trait in the standard library.
//!
//! ## Design Philosophy
//!
//! This module follows the same principles as the `Predicate` module:
//!
//! 1. **Single Trait**: Only one `BiPredicate<T, U>` trait with
//! `&self`, keeping the API simple and semantically clear
//! 2. **No BiPredicateMut**: All stateful scenarios use interior
//! mutability (`RefCell`, `Cell`, `Mutex`) instead of `&mut self`
//! 3. **No BiPredicateOnce**: Violates bi-predicate semantics -
//! judgments should be repeatable
//! 4. **Three Implementations**: `BoxBiPredicate`, `RcBiPredicate`,
//! and `ArcBiPredicate` cover all ownership scenarios
//!
//! ## Type Selection Guide
//!
//! | Scenario | Recommended Type | Reason |
//! |----------|------------------|--------|
//! | One-time use | `BoxBiPredicate` | Single ownership, no overhead |
//! | Multi-threaded | `ArcBiPredicate` | Thread-safe, clonable |
//! | Single-threaded reuse | `RcBiPredicate` | Better performance |
//! | Stateful predicate | Any type + `RefCell`/`Cell`/`Mutex` | Interior mutability |
//!
//! ## Examples
//!
//! ### Basic Usage with Closures
//!
//! ```rust
//! use qubit_function::BiPredicate;
//!
//! let is_sum_positive = |x: &i32, y: &i32| x + y > 0;
//! assert!(is_sum_positive.test(&5, &3));
//! assert!(!is_sum_positive.test(&-3, &-7));
//! ```
//!
//! ### BoxBiPredicate - Single Ownership
//!
//! ```rust
//! use qubit_function::{BiPredicate, BoxBiPredicate};
//!
//! let pred = BoxBiPredicate::new(|x: &i32, y: &i32| x + y > 0)
//! .and(BoxBiPredicate::new(|x, y| x > y));
//! assert!(pred.test(&10, &5));
//! ```
//!
//! ### Closure Composition with Extension Methods
//!
//! Closures automatically gain `and`, `or`, `not` methods through the
//! `FnBiPredicateOps` extension trait, returning `BoxBiPredicate`:
//!
//! ```rust
//! use qubit_function::{BiPredicate,
//! FnBiPredicateOps};
//!
//! // Compose closures directly - result is BoxBiPredicate
//! let is_sum_positive = |x: &i32, y: &i32| x + y > 0;
//! let first_larger = |x: &i32, y: &i32| x > y;
//!
//! let combined = is_sum_positive.and(first_larger);
//! assert!(combined.test(&10, &5));
//! assert!(!combined.test(&3, &8));
//!
//! // Use `or` for disjunction
//! let negative_sum = |x: &i32, y: &i32| x + y < 0;
//! let both_large = |x: &i32, y: &i32| *x > 100 && *y > 100;
//! let either = negative_sum.or(both_large);
//! assert!(either.test(&-10, &5));
//! assert!(either.test(&200, &150));
//! ```
//!
//! ### RcBiPredicate - Single-threaded Reuse
//!
//! ```rust
//! use qubit_function::{BiPredicate, RcBiPredicate};
//!
//! let pred = RcBiPredicate::new(|x: &i32, y: &i32| x + y > 0);
//! let combined1 = pred.and(RcBiPredicate::new(|x, y| x > y));
//! let combined2 = pred.or(RcBiPredicate::new(|x, y| *x > 100));
//!
//! // Original predicate is still usable
//! assert!(pred.test(&5, &3));
//! ```
//!
//! ### ArcBiPredicate - Thread-safe Sharing
//!
//! ```rust
//! use qubit_function::{BiPredicate, ArcBiPredicate};
//! use std::thread;
//!
//! let pred = ArcBiPredicate::new(|x: &i32, y: &i32| x + y > 0);
//! let pred_clone = pred.clone();
//!
//! let handle = thread::spawn(move || {
//! pred_clone.test(&10, &5)
//! });
//!
//! assert!(handle.join().unwrap());
//! assert!(pred.test(&3, &7)); // Original still usable
//! ```
//!
//! ### Stateful BiPredicates with Interior Mutability
//!
//! ```rust
//! use qubit_function::{BiPredicate, BoxBiPredicate};
//! use std::cell::Cell;
//!
//! let count = Cell::new(0);
//! let pred = BoxBiPredicate::new(move |x: &i32, y: &i32| {
//! count.set(count.get() + 1);
//! x + y > 0
//! });
//!
//! // No need for `mut` - interior mutability handles state
//! assert!(pred.test(&5, &3));
//! assert!(!pred.test(&-8, &-3));
//! ```
//!
//! ## Author
//!
//! Haixing Hu
use Rc;
use Arc;
use crate;
use crate;
/// Type alias for bi-predicate function to simplify complex types.
///
/// This type alias represents a function that takes two references and returns a boolean.
/// It is used to reduce type complexity in struct definitions.
type BiPredicateFn<T, U> = dyn Fn ;
/// Type alias for thread-safe bi-predicate function to simplify complex types.
///
/// This type alias represents a function that takes two references and returns a boolean,
/// with Send + Sync bounds for thread-safe usage. It is used to reduce type complexity
/// in Arc-based struct definitions.
type SendSyncBiPredicateFn<T, U> = dyn Fn + Send + Sync;
pub use BoxBiPredicate;
pub use RcBiPredicate;
pub use ArcBiPredicate;
pub use FnBiPredicateOps;
/// A bi-predicate trait for testing whether two values satisfy a
/// condition.
///
/// This trait represents a **pure judgment operation** - it tests
/// whether two given values meet certain criteria without modifying
/// either the values or the bi-predicate itself (from the user's
/// perspective). This semantic clarity distinguishes bi-predicates
/// from consumers or transformers.
///
/// ## Design Rationale
///
/// This is a **minimal trait** that only defines:
/// - The core `test` method using `&self` (immutable borrow)
/// - Type conversion methods (`into_box`, `into_rc`, `into_arc`)
/// - Closure conversion method (`into_fn`)
///
/// Logical composition methods (`and`, `or`, `not`, `xor`, `nand`,
/// `nor`) are intentionally **not** part of the trait. Instead, they
/// are implemented on concrete types (`BoxBiPredicate`,
/// `RcBiPredicate`, `ArcBiPredicate`), allowing each implementation
/// to maintain its specific ownership characteristics:
///
/// - `BoxBiPredicate`: Methods consume `self` (single ownership)
/// - `RcBiPredicate`: Methods borrow `&self` (shared ownership)
/// - `ArcBiPredicate`: Methods borrow `&self` (thread-safe shared
/// ownership)
///
/// ## Why `&self` Instead of `&mut self`?
///
/// Bi-predicates use `&self` because:
///
/// 1. **Semantic Clarity**: A bi-predicate is a judgment, not a
/// mutation
/// 2. **Flexibility**: Can be used in immutable contexts
/// 3. **Simplicity**: No need for `mut` in user code
/// 4. **Interior Mutability**: State (if needed) can be managed with
/// `RefCell`, `Cell`, or `Mutex`
///
/// ## Automatic Implementation for Closures
///
/// Any closure matching `Fn(&T, &U) -> bool` automatically implements
/// this trait, providing seamless integration with Rust's closure
/// system.
///
/// ## Examples
///
/// ### Basic Usage
///
/// ```rust
/// use qubit_function::BiPredicate;
///
/// let is_sum_positive = |x: &i32, y: &i32| x + y > 0;
/// assert!(is_sum_positive.test(&5, &3));
/// assert!(!is_sum_positive.test(&-5, &-3));
/// ```
///
/// ### Type Conversion
///
/// ```rust
/// use qubit_function::{BiPredicate,
/// BoxBiPredicate};
///
/// let closure = |x: &i32, y: &i32| x + y > 0;
/// let boxed: BoxBiPredicate<i32, i32> = closure.into_box();
/// assert!(boxed.test(&5, &3));
/// ```
///
/// ### Stateful BiPredicate with Interior Mutability
///
/// ```rust
/// use qubit_function::{BiPredicate,
/// BoxBiPredicate};
/// use std::cell::Cell;
///
/// let count = Cell::new(0);
/// let counting_pred = BoxBiPredicate::new(move |x: &i32, y: &i32| {
/// count.set(count.get() + 1);
/// x + y > 0
/// });
///
/// // Note: No `mut` needed - interior mutability handles state
/// assert!(counting_pred.test(&5, &3));
/// assert!(!counting_pred.test(&-5, &-3));
/// ```
///
/// ## Author
///
/// Haixing Hu