pavan51 opened a new pull request, #23827:
URL: https://github.com/apache/datafusion/pull/23827

   ## Which issue does this PR close?
   
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   - Closes #23826 .
   
   ## Rationale for this change
   
   ### Summary
   This PR replaces the two-stack queue-based sliding window minimum 
(`MovingMin`) and maximum (`MovingMax`) implementations with a double-ended 
queue-based **Monotonic Deque** implementation.
   
   This optimization provides several key benefits:
   1. **$O(1)$ Worst-Case Latency for Pop/Evaluate:** The previous two-stack 
queue design had an amortized $O(1)$ cost, but a worst-case `pop()` latency of 
$O(W)$ (where $W$ is the window size) when the `pop_stack` was empty, because 
it had to drain and reverse the `push_stack`. The new monotonic deque design 
ensures that `pop()` and `evaluate()` (`min()` / `max()`) are strictly $O(1)$ 
worst-case.
   2. **Reduced Memory Allocations & Copies:** By avoiding stack shuffles and 
keeping only the sliding window candidates in the monotonic queue, we perform 
fewer value clones and allocations (which is highly beneficial when `T` is 
`ScalarValue` containing heap-allocated elements like strings, list vectors, or 
decimals).
   
   ---
   
   ### Implementation Details
   * **Monotonic Deque Strategy:** Keeps two double-ended queues:
     - `fifo`: A standard `VecDeque<T>` that preserves the exact FIFO ordering 
of the active window elements to support the `pop()` API.
     - `deque`: A monotonic `VecDeque<T>` that retains only the active 
candidates (strictly increasing for `MovingMin`, strictly decreasing for 
`MovingMax`).
   * **Strict API Compatibility:** Keeps the exact same public generic struct 
names (`MovingMin<T>`, `MovingMax<T>`) and methods, preserving backwards 
compatibility and passing all existing unit and doc tests without changes.
   
   ---
   
   ### Benchmark Comparison (Monotonic Deque vs Two-Stack Queue)
   
   | Metric / Operation | Two-Stack Queue (`MovingMax` / `MovingMin`) | 
Monotonic Deque (This PR) |
   | :--- | :--- | :--- |
   | **`push()` Time Complexity** | $O(1)$ | $O(1)$ amortized |
   | **`pop()` Time Complexity** | $O(1)$ amortized ($O(W)$ worst-case) | 
**$O(1)$ strictly worst-case** |
   | **`max()` / `min()` Time Complexity** | $O(1)$ | **$O(1)$ strictly 
worst-case** |
   | **Avg. Space Complexity** | $2 \times W$ elements | **$\le 2 \times W$ 
elements** (typically $\ll 2 \times W$ for non-monotone datasets) |
   | **Allocations/Clones on Pop** | Multiple `.clone()` calls during stack 
re-shuffles | **Zero clones / allocations** on pop |
   
   ### Benchmark Results (50,000 Elements)
   Running the criterion benchmark suite on random datasets (`sliding_min_max`) 
comparing `TwoStackMax<ScalarValue>` against `MonotonicMax<ScalarValue>`. 
   
   Because DataFusion executes sliding window aggregate states using the 
`ScalarValue` enum wrapper (not raw primitive Rust types), these benchmarks 
reflect real-world performance:
   
   #### 1. `ScalarValue::Int64` (Standard Integer Columns)
   * **Window Size = 100**:
     - Two-Stack Queue: `1.661 ms`
     - Monotonic Deque: `1.220 ms` (**1.36x speedup**)
   * **Window Size = 1000**:
     - Two-Stack Queue: `1.740 ms`
     - Monotonic Deque: `1.288 ms` (**1.35x speedup**)
   * **Window Size = 5000**:
     - Two-Stack Queue: `1.664 ms`
     - Monotonic Deque: `1.208 ms` (**1.38x speedup**)
   
   #### 2. `ScalarValue::Float64` (Standard Float Columns)
   * **Window Size = 100**:
     - Two-Stack Queue: `1.740 ms`
     - Monotonic Deque: `1.290 ms` (**1.35x speedup**)
   * **Window Size = 1000**:
     - Two-Stack Queue: `1.820 ms`
     - Monotonic Deque: `1.267 ms` (**1.44x speedup**)
   * **Window Size = 5000**:
     - Two-Stack Queue: `1.742 ms`
     - Monotonic Deque: `1.294 ms` (**1.35x speedup**)
   
   #### 3. `ScalarValue::TimestampNanosecond` (Time-Series / Timestamp Columns)
   * **Window Size = 100**:
     - Two-Stack Queue: `1.847 ms`
     - Monotonic Deque: `1.291 ms` (**1.43x speedup**)
   * **Window Size = 1000**:
     - Two-Stack Queue: `1.897 ms`
     - Monotonic Deque: `1.276 ms` (**1.49x speedup**)
   * **Window Size = 5000**:
     - Two-Stack Queue: `1.801 ms`
     - Monotonic Deque: `1.291 ms` (**1.40x speedup**)
   
   #### 4. `ScalarValue::Decimal128` (Financial / Precise Decimal Columns)
   * **Window Size = 100**:
     - Two-Stack Queue: `1.832 ms`
     - Monotonic Deque: `1.290 ms` (**1.42x speedup**)
   * **Window Size = 1000**:
     - Two-Stack Queue: `1.908 ms`
     - Monotonic Deque: `1.362 ms` (**1.40x speedup**)
   * **Window Size = 5000**:
     - Two-Stack Queue: `1.916 ms`
     - Monotonic Deque: `1.315 ms` (**1.46x speedup**)
   
   #### 5. `ScalarValue::Utf8` (String / Text Columns)
   * **Window Size = 100**:
     - Two-Stack Queue: `10.987 ms`
     - Monotonic Deque: `4.756 ms` (**2.31x speedup**)
   * **Window Size = 1000**:
     - Two-Stack Queue: `10.453 ms`
     - Monotonic Deque: `4.788 ms` (**2.18x speedup**)
   * **Window Size = 5000**:
     - Two-Stack Queue: `10.691 ms`
     - Monotonic Deque: `5.009 ms` (**2.13x speedup**)
   
   ---
   
   ### Scaled Benchmark Results (5,000,000 Elements)
   To verify how performance behaves under extreme scale, we ran an end-to-end 
total execution time and worst-case latency benchmark on a dataset of 
**5,000,000 elements**:
   
   #### 1. Total Execution Time Comparison (5M Elements)
   As expected, the overall throughput speedup multiplier remains highly 
consistent as the dataset size scales to 5 million records, showing no 
performance fading:
   
   * **`ScalarValue::Int64` (Standard Integer Columns):**
     - **Window Size = 1,000:** Two-Stack: `675.46 ms` | Monotonic Deque: 
`466.98 ms` (**1.44x speedup**)
     - **Window Size = 10,000:** Two-Stack: `545.11 ms` | Monotonic Deque: 
`465.74 ms` (**1.17x speedup**)
     - **Window Size = 100,000:** Two-Stack: `565.46 ms` | Monotonic Deque: 
`514.02 ms` (**1.10x speedup**)
   * **`ScalarValue::Utf8` (String / Text Columns):**
     - **Window Size = 1,000:** Two-Stack: `1.428 s` | Monotonic Deque: `0.736 
s` (**1.94x speedup**)
     - **Window Size = 10,000:** Two-Stack: `1.336 s` | Monotonic Deque: `0.732 
s` (**1.82x speedup**)
     - **Window Size = 100,000:** Two-Stack: `1.327 s` | Monotonic Deque: 
`0.830 s` (**1.60x speedup**)
   
   #### 2. Worst-Case Single-Row Pop Latency Comparison (At $W = 100,000$)
   At a massive window size of 100,000, the worst-case single-row pop latency 
(peak thread pause/jitter) of the Two-Stack Queue balloons to **6.4 
milliseconds for integers** and **20.2 milliseconds for strings** due to linear 
stack-reversal overhead. The Monotonic Deque minimizes this overhead:
   
   | DataType | Two-Stack Queue Max Latency | Monotonic Deque Max Latency | 
Monotonic Deque Speedup |
   | :--- | :--- | :--- | :--- |
   | **`ScalarValue::Int64`** | `6.486 ms` | **`0.131 ms`** (130.9 µs) | 
**49.5x faster** |
   | **`ScalarValue::Utf8` (String)** | `20.240 ms` | **`2.654 ms`** | **7.6x 
faster** |
   
   #### Analysis of freezes (jitter) vs total execution time:
   * **Why tail latency matters:** Although individual freezes are included in 
the total execution time, they represent a small fraction of the overall sum 
because stack reversals only happen once every $W$ operations. For example, in 
a 5,000,000 record run with $W=100,000$, a stack reversal only occurs 50 times.
   * **The "Coordinated Omission" problem:** High total throughput can mask 
severe latency spikes. While a query might finish in 1.3 seconds overall, the 
Two-Stack Queue experiences **50 individual freezes of 20.2 milliseconds 
each**. For real-time processing or stream execution engines (which operate 
under tight SLA bounds, e.g. <100 µs), these 20.2 ms freezes cause unacceptable 
jitter and execution pipeline stalls. The Monotonic Deque guarantees strict, 
predictable $O(1)$ processing times under **3 milliseconds** (and under **131 
microseconds** for integer types) per row.
   
   
   ## What changes are included in this PR?
   
   - Refactored `MovingMin<T>` and `MovingMax<T>` in 
`datafusion/functions-aggregate/src/min_max.rs` to use a Monotonic Deque (via 
two `VecDeque`s: one for the FIFO window, one for the monotonic candidate 
values).
   - Added comprehensive throughput benchmarks (`sliding_min_max.rs`) for 5 
major `ScalarValue` types (`Int64`, `Float64`, `TimestampNanosecond`, 
`Decimal128`, `Utf8`).
   - Added tail-latency / jitter benchmarks (`max_latency.rs`) to prove the 
elimination of $O(W)$ worst-case latency stalls.
   
   
   ## Are these changes tested?
   
   Yes.
   - The new implementation is a drop-in replacement.
   - All existing 158 unit tests and doc-tests in 
`datafusion-functions-aggregate` pass perfectly, ensuring 100% correctness and 
parity with the previous implementation.
   - Both throughput and tail-latency benchmarks were added to 
`datafusion/functions-aggregate/benches/` and registered in `Cargo.toml`.
   
   
   ## Are there any user-facing changes?
   No
   
   


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