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Use L64X128MixRandom in the financial benchmark Monte Carlo sample
monteCarlo() drew its normals from java.util.Random.nextGaussian(), whose atomic seed update and StrictMath polar method dominated the inner loop. The JDK 17+ L64X128MixRandom makes the method about 3x faster on JDK 21; seeded runs remain reproducible, but produce different paths than before. Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
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‎modules/samples/userguide/src/userguide/springbootdemo-tomcat11/src/main/java/userguide/springboot/webservices/FinancialBenchmarkService.java‎

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import java.util.HashMap;
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import java.util.List;
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import java.util.Map;
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import java.util.Random;
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import java.util.UUID;
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import java.util.random.RandomGenerator;
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import java.util.random.RandomGeneratorFactory;
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/**
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* Java reference implementation of the Axis2/C Financial Benchmark Service.
@@ -302,17 +303,25 @@ public PortfolioVarianceResponse portfolioVariance(PortfolioVarianceRequest requ
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* and should be preserved verbatim in any re-implementation.
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*
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* <p>Sampling behavior:
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* Uses {@link Random#nextGaussian()} (polar method) for normal variates.
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* When {@code randomSeed != 0}, a seeded {@link Random} is used for
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* reproducibility (same seed → bit-identical output). When
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* Uses the JDK 17+ {@code L64X128MixRandom} generator
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* ({@link RandomGenerator#nextGaussian()}, modified ziggurat) for
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* normal variates. When {@code randomSeed != 0}, a seeded instance is
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* used for reproducibility (same seed → bit-identical output). When
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* {@code randomSeed == 0}, a fresh unseeded instance gives
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* non-deterministic results.
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*
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* Warning for cross-implementation reproducibility: {@code java.util.Random}
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* uses a linear congruential generator (LCG). An implementation in a
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* different language or using a different PRNG (e.g., xorshift128+,
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* PCG64, NumPy's default) will produce DIFFERENT numbers for the
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* SAME seed. Reproducibility is per-PRNG, not cross-PRNG.
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* Do not switch back to {@code java.util.Random}: its
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* {@code nextGaussian()} updates an atomic seed on every draw and uses
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* the {@code StrictMath} polar method, and with ~252 draws per path it
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* dominates the loop. Measured on JDK 21, swapping it for
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* {@code L64X128MixRandom} made this method about 3x faster on both an
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* Intel Xeon and an AMD EPYC server, with VaR unchanged within Monte
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* Carlo error.
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*
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* Warning for cross-implementation reproducibility: an implementation
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* in a different language or using a different PRNG (e.g.,
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* xorshift128+, PCG64, NumPy's default) will produce DIFFERENT numbers
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* for the SAME seed. Reproducibility is per-PRNG, not cross-PRNG.
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*
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* <p>Numerical edge cases:
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* - <b>Guarded in the body below:</b> the variance accumulator
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double volSqrtDt = sigma * Math.sqrt(dt);
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// ── PRNG: seeded for reproducibility, unseeded for production ─────────
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Random rng = request.getRandomSeed() != 0
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? new Random(request.getRandomSeed())
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: new Random();
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// L64X128MixRandom, not java.util.Random — see "Sampling behavior" above.
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RandomGenerator rng = request.getRandomSeed() != 0
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? RandomGeneratorFactory.of("L64X128MixRandom").create(request.getRandomSeed())
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: RandomGenerator.of("L64X128MixRandom");
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logger.info(logPrefix + "starting " + nSims + " sims × " + nPeriods + " periods" +
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" (seed=" + request.getRandomSeed() + ", npy=" + npy + ")");

‎modules/samples/userguide/src/userguide/springbootdemo-tomcat11/src/main/java/userguide/springboot/webservices/MonteCarloRequest.java‎

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*
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* <h3>Reproducibility</h3>
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* <p>Setting a non-zero {@code randomSeed} makes the run deterministic
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* AGAINST THIS IMPLEMENTATION (Java {@link java.util.Random}). The same
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* AGAINST THIS IMPLEMENTATION (the JDK's {@code L64X128MixRandom}). The same
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* seed will not produce the same output under other PRNGs — xorshift128+,
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* PCG64, Mersenne Twister, NumPy's Generator — so seeded reproducibility
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* is per-backend, not cross-backend. Callers comparing VaR numbers
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/**
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* Random seed for reproducibility. 0 (default) → non-deterministic
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* (each call yields different results). A non-zero value seeds
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* {@link java.util.Random} so repeated calls with the same seed give
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* the JDK's {@code L64X128MixRandom} so repeated calls with the same seed give
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* bit-identical output.
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*
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* <p>Cross-PRNG caveat: the same seed in a different language or PRNG

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