Global Credit Architecture & Yield Telemetry
This section synchronizes 2026 U.S. Treasury data with the ADAM v30.2 synthetic engine to visualize the tri-modal distribution of global credit risk.
US 10Y Treasury
4.75%
▲ +50bps vs baseline
Fed Target Range
3.50% - 3.75%
Status: Restricted / Sticky
Core PCE Inflation
3.7%
▲ Above 2.0% Mandate
Private Credit Market
$2.0 Trillion
Opaque / High LGD Risk
Credit Tri-Modal Distribution (Leverage vs ICR)
Bubble size represents 1-Year Probability of Default (PD). High ICR and Low Leverage define the "Fortress" bucket.
Synthetic 1Y CDS Spreads (bps)
Scale adjusted to highlight the massive bifurcation between investment grade and distressed credits.
Public Universe Telemetry Matrix
Deterministic output matrix capturing fundamentals, transition risk, and intrinsic valuation.
| Entity | Sector | Lev (D/E) | ICR | 1Y PD | Rating | Implied EqVal | 1Y CDS |
|---|
Entity Diagnostics Lab
Select a ticker to audit the deterministic credit logic and intrinsic valuation breakdown.
⊙
Select a corporate entity to view deep-dive analytics.
Structural vs. Reduced-Form Synthesis
The methodology behind ADAM v30.2: Bridging Merton models with hazard rate tractability.
The Failure of Pure Diffusion
Classical Merton models treat default as a continuous process. However, empirical data shows "jumps" (e.g., accounting fraud or sudden regulatory shifts) trigger defaults that diffusion paths cannot predict. ADAM v30.2 incorporates Poisson Jump-Diffusion to model these non-linear events.
dAt = (μ - λk)At dt + σAt dWt + At dNt
Reduced-Form Intensity Mapping
Instead of treating default as a firm-value barrier, we treat it as an exogenous surprise. The hazard rate (λ) defines the probability of default in the next infinitesimal time interval. We map deterministic Z-scores to these hazard rates for CDS pricing.
λ = -ln(1 - PD) / t | Spread = λ × LGD × 10,000
XVA & Regulatory Constraints
Modern credit pricing requires Valuation Adjustments (XVA). CVA (Credit), FVA (Funding), and KVA (Capital) reflect the true economic cost of maintaining a position under Basel IV constraints. The "Negative Basis" exists because these costs often exceed the theoretical arbitrage profit.
Non-Markovian Momentum
Ratings drift is not memoryless. Recently downgraded firms enter an "excited state" (Falling Knife Effect), where the probability of a subsequent downgrade is statistically higher than stable peers. Our matrices adjust for this momentum and the global macro state variable (Z).