Docs / nablatensor-quant / com.nablatensor.quant

record

MertonJumpMarket

A Merton (1976) jump-diffusion market: geometric Brownian motion of volatility vol plus a compound-Poisson jump component of intensity jumpIntensity whose multiplicative jump size is lognormal, ln Y ~ N(jumpMean, jumpVol^2).

Every field is a differentiable input; jumpMean and jumpVol feed the jump-size distribution directly, while jumpIntensity enters both the drift compensator and — via the smoothed per-step jump indicator — the jump frequency.

Record components

spot
double
strike
double
vol
double
rate
double
maturity
double
jumpIntensity
double
jumpMean
double
jumpVol
double

Methods

MertonJumpMarket validated()
static MertonJumpMarket base()