New B-Spline Technique Solves Fractional Volterra Equations
Researchers Ahmed Bassim and Ali Barati have developed a numerical method to solve generalized time-fractional partial integro-differential equations of Volterra ...
Tag: Fractional
Mathematicians Prove Existence and Decay for Fractional Diffusion
A new study in Boundary Value Problems proves the global existence and uniqueness of weak solutions for time-space fractional Kirchhoff-type ...
Angiography-derived versus wire-based fractional flow reserve for guiding coronary revascularization: a meta-analysis of randomized controlled trials
A meta-analysis of four randomized controlled trials involving 6,542 participants found no statistically significant difference in major adverse cardiovascular events ...
Fractional Calculus Model Shows Behavioral Memory Slows Spread of Social Addiction
Researchers have developed a fractional-order mathematical model showing that behavioral memory softens outbreak peaks and slows the transmission dynamics of ...
Memory Effects and Optimal Control Reshape Nipah Virus Spillover in Fractional Multi-Host Model
A new mathematical study uses fractional-order differential equations to model Nipah virus transmission across humans, pigs, and birds, showing that ...
Fractional calculus brings BKT-like scaling into one dimension
A one-dimensional model with nonlocal fractional interactions reproduces key correlation features of the two-dimensional BKT transition, but lacks the conventional ...
Fractional damping study finds no universal seismic performance advantage
A controlled nonlinear-building study found that equal-damping calibration erased most apparent performance differences between fractional and viscous models, while realistic ...
Stochastic simulation adds memory and delay to mathematical model of computer-virus spread
A mathematical simulation study found that fractional memory, delayed transmission and stochastic intensity each altered modeled computer-virus trajectories, but the ...
Fractional Calculus Meets Interval Optimization in New Study of Constrained Systems
Researchers in Bucharest have established optimality conditions for constrained fractional optimization problems with interval-valued objectives, with applications to neural network ...
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Mothers who receive childcare support from maternal grandparents show more parental warmth, finds NTU Singapore study
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University of Seville Breaks 120-Year-Old Mystery, Revises a Key Einstein Concept
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Bee body mass, pathogens and local climate influence heat tolerance
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Researchers record first-ever images and data of a shark experiencing a boat strike
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Groundbreaking Clinical Trial Reveals Lubiprostone Enhances Kidney Function
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