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Special Relativity in Financial Modeling 1.0.0
Lorentz transforms, spacetime classification, and geodesic price paths for quantitative finance
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Relativistic momentum result for a single asset. More...
#include <n_asset_engine.hpp>
Public Attributes | |
| std::string | asset_name |
| Name of the asset. | |
| double | beta |
| Lorentz beta (normalised velocity). | |
| double | gamma |
| Lorentz gamma factor. | |
| double | m_eff |
| Effective mass (volume / ADV_baseline). | |
| double | relativistic_momentum |
| p_rel = γ × m_eff × close. | |
| IntervalType | regime |
| Interval type for this asset. | |
Relativistic momentum result for a single asset.
Definition at line 102 of file n_asset_engine.hpp.
| std::string srfm::engine::AssetMomentumResult::asset_name |
Name of the asset.
Definition at line 103 of file n_asset_engine.hpp.
| double srfm::engine::AssetMomentumResult::beta |
Lorentz beta (normalised velocity).
Definition at line 104 of file n_asset_engine.hpp.
| double srfm::engine::AssetMomentumResult::gamma |
Lorentz gamma factor.
Definition at line 105 of file n_asset_engine.hpp.
| double srfm::engine::AssetMomentumResult::m_eff |
Effective mass (volume / ADV_baseline).
Definition at line 106 of file n_asset_engine.hpp.
| IntervalType srfm::engine::AssetMomentumResult::regime |
Interval type for this asset.
Definition at line 108 of file n_asset_engine.hpp.
| double srfm::engine::AssetMomentumResult::relativistic_momentum |
p_rel = γ × m_eff × close.
Definition at line 107 of file n_asset_engine.hpp.