Researchers established the existence, uniqueness, and an averaging principle for neutral fractional stochastic Itô-Doob differential equations under non-Lipschitz conditions.

A theoretical framework published in The Astrophysical Journal outlines how high-precision lunar tide measurements could be analyzed for potential gravitational...

A game-theoretic study shows that uniform marginal cost uncertainty can either soften or intensify competition in a Cournot duopoly depending...

A study of Latvian macroeconomic data shows that regime-dependent logistic models enhance recession forecasting accuracy and in-sample fit over classical...

A systematic synthetic study shows first-order Noisy Input Gaussian Process Regression sharply outperforms standard GP at high input noise, while...

Linear instability analysis shows magnetic fields and gravity variation delay convection onset in a power-law fluid saturating a porous medium,...

Researchers have demonstrated that the Grasshopper plugin Stag successfully executes multi-material topology optimization under multiple load cases while coupling directly...

A critical review argues that human microplastic toxicokinetic parameters are structurally non-identifiable because no existing dataset co-measures intake and elimination...

A study applies and compares the differential transform, reduced differential transform, and second-kind Chebyshev collocation methods on telegraph equations, presents...

A new Rothe–GSJP algorithm solves multi-term fractional telegraph equations with maximum absolute errors between 10−14 and 10−15 while remaining unconditionally...