advanced-long-term-actuarial-mathematics
CommunityMaster long-term actuarial math concepts
Authordaemon-blockint-tech
Version1.0.0
Installs0
System Documentation
What problem does it solve?
Advanced Long-Term Actuarial Mathematics provides a structured framework for modeling complex life-contingent liabilities and long-duration cash flows, enabling rigorous reasoning about survival, decrements, discounting, and valuation.
Core Features & Use Cases
- Survival models and mortality concepts (l_x, q_x, p_x, mu_x), including select vs ultimate mortality and joint-life structures.
- Multi-state and decrement modeling (Markov chains) for pensions, disability, long-term care, with APVs and reserve implications.
- Valuation foundations (APV, equivalence principle, Thiele's equation) and premium/reserve frameworks for long-duration products.
- Use cases spanning life insurance, annuities, pensions, and long-horizon risk governance.
Quick Start
Create a concise ALTAM example: compute APV for a simple term life policy with given mortality and interest assumptions, and illustrate a reserve recursion.
Dependency Matrix
Required Modules
None requiredComponents
references
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