Rates & curves
Discounting → OIS → multi-curve → Hull–White → HJM
A structured quantitative-finance curriculum linking derivation, Python, interactive state, market practice and macro transmission.
A sequenced path through measurement, option-implied coordinates, surface construction, dynamics, calibration and hedge risk.
Discounting → OIS → multi-curve → Hull–White → HJM
Monte Carlo → schemes → Fourier / COS → PDE
Greeks → P&L attribution → VaR / ES → model risk
The existing typed catalog remains intact and now sits beneath the sequenced flagship curriculum.
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The exchange rate for near-immediate delivery between two currencies.
A future exchange rate implied by two funding curves.
Exchange currencies now and reverse the exchange later.
Black-Scholes adapted to domestic and foreign interest rates.
Premium-adjusted, forward and spot delta quotation choices.
Call-minus-put volatility at matched absolute delta.
A convexity quote combining wing and ATM volatilities.
Construct an FX smile from ATM, risk reversal and butterfly quotes.
Quote the forward-minus-spot adjustment implied by two currencies.
Define where at-the-money sits under pair-specific FX rules.
Account for option premium in the hedge-ratio convention.
Turn market quote coordinates into a strike-volatility curve.
Price fixed cashflows conditional on an exchange-rate event.
Add path-dependent trigger levels to FX option payoffs.
Combine fixed-income cashflows with embedded FX optionality.
Value an asset payoff translated at a fixed exchange rate.
Enforce consistency across three quoted currency pairs.
Measure funding dislocations not explained by covered interest parity.