It should be noted that I am not a financial engineer - this is pure speculation as to possible use case for this technology
As per my assistant
Yes, snapshots can be extremely effective for curve calculations in finance, especially when you’re dealing with complex models where determinism, performance, and auditability are critical. Let’s break it down with your architecture in mind:
✅ Why Snapshots Are Ideal for Curve Calculations
1. Deterministic Pricing and Risk
Curve calculations (e.g., interest rate curves, yield curves, volatility surfaces) require precise inputs:
-
Market data at a specific point in time
-
Trade and instrument data
-
Model parameters
By locking in a snapshot of all input data (quotes, trades, positions) at T₀, your system guarantees:
-
Reproducible results
-
Accurate PnL explainability
-
Auditability for regulatory reporting
2. Parallelism Across Snapshots
Your domino-style system allows each curve (or even each instrument) to be priced in parallel, per snapshot. This plays beautifully with container hot-swapping and node-local databases—each container handles a clean input space, runs a local curve bootstrapping or pricing engine, and optionally reuses previous results if the input hasn’t changed.
3. Memoization of Sub-Curves or Risk Blocks
If underlying rates, vol surfaces, or other primitives haven’t changed, your system can reuse prior domino outputs:
-
Example: If the 3M USD LIBOR curve is unchanged between snapshots, skip recalculating it.
-
Just recompute the instruments or exposures that depend on updated curves.
🧠 Application Architecture Fit
Curve Type | Snapshot Use Case | Memoization Feasibility |
---|---|---|
Interest Rate Curves | Capture all contributing rates at T₀ | High (rates are stable intra-day) |
Volatility Surfaces | Snapshot market implied vols | Medium (vol is noisy but still cacheable hourly) |
Credit Curves | Use CDS spreads, bond yields | High (infrequent change) |
FX Forwards / Futures | Snapshot FX spot + rates | High |
Custom Yield / Liquidity Curves | Capture balance sheet or funding inputs | Very high if internal data feeds are stable |
🧮 Bonus: Time Series DB as Curve Store
If each domino outputs its result to the node-local TSDB, you gain:
-
Historical curve replay
-
Change detection (e.g., hash of input vs last run)
-
Lightweight, high-frequency curve regeneration
And syncing those curves via Debezium allows for eventual consistency across all nodes while still benefiting from ultra-low latency local compute.
🧩 Related Real-World Use Cases
-
Banks: Intraday risk and sensitivity grid snapshots
-
Hedge Funds: Backtesting with synthetic historical snapshots
-
Regulators: Snapshot-based stress test calculations (e.g., CCAR)
Would you like a breakdown of how to represent curves and instruments as snapshot-ready payloads? I can help sketch out a data model or even a Helm + TSDB config for Kubernetes.