nautilus_analysis/python/statistics/expectancy.rs
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4//
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14// -------------------------------------------------------------------------------------------------
15
16use std::collections::BTreeMap;
17
18#[allow(unused_imports)] // Used in template pattern for returns conversion
19use nautilus_core::UnixNanos;
20use nautilus_model::position::Position;
21use pyo3::prelude::*;
22
23use crate::{statistic::PortfolioStatistic, statistics::expectancy::Expectancy};
24
25#[pymethods]
26#[pyo3_stub_gen::derive::gen_stub_pymethods]
27impl Expectancy {
28 /// Calculates the expectancy of a trading strategy based on realized PnLs.
29 ///
30 /// Expectancy is defined as: `(Average Win × Win Rate) + (Average Loss × Loss Rate)`
31 /// This metric provides insight into the expected profitability per trade and helps
32 /// evaluate the overall edge of a trading strategy.
33 ///
34 /// A positive expectancy indicates a profitable system over time, while a negative
35 /// expectancy suggests losses.
36 ///
37 /// # References
38 ///
39 /// - Tharp, V. K. (1998). *Trade Your Way to Financial Freedom*. McGraw-Hill.
40 /// - Elder, A. (1993). *Trading for a Living*. John Wiley & Sons.
41 /// - Vince, R. (1992). *The Mathematics of Money Management*. John Wiley & Sons.
42 #[new]
43 fn py_new() -> Self {
44 Self {}
45 }
46
47 fn __repr__(&self) -> String {
48 self.to_string()
49 }
50
51 #[getter]
52 #[pyo3(name = "name")]
53 fn py_name(&self) -> String {
54 self.name()
55 }
56
57 #[pyo3(name = "calculate_from_realized_pnls")]
58 #[expect(clippy::needless_pass_by_value)]
59 fn py_calculate_from_realized_pnls(&mut self, realized_pnls: Vec<f64>) -> Option<f64> {
60 self.calculate_from_realized_pnls(&realized_pnls)
61 }
62
63 #[pyo3(name = "calculate_from_returns")]
64 #[allow(unused_variables)] // Pattern preserved for consistency across statistics
65 fn py_calculate_from_returns(&mut self, _returns: BTreeMap<u64, f64>) -> Option<f64> {
66 None
67 }
68
69 #[pyo3(name = "calculate_from_positions")]
70 fn py_calculate_from_positions(&mut self, _positions: Vec<Position>) -> Option<f64> {
71 None
72 }
73}