Study Investigates Nontrivial Solutions for Nonlocal Neumann Problems
A new study by Costa and Silva proves the existence and multiplicity of nontrivial solutions for nonlocal Neumann problems with ...
Tag: mathematical analysis
Mathematicians Establish Invertible Fourier Transforms Within Multiplicative Analysis
Researchers have established the theoretical foundations of multiplicative Fourier analysis by constructing Riemann integrals, developing complex Fourier series, and deducing ...
New Defect Framework Recovers Curvature Without Derivatives
A new mathematical framework provides a derivative-free method for recovering function curvature and analyzing nonlinear boundary value problems through a ...
Mathematicians Solve a Longstanding Puzzle in Nonlocal Diffusion by Moving the Boundary Into an Exterior Collar
Colombian mathematicians have given a complete existence, uniqueness and comparison theory for a nonlocal diffusion equation with mixed Neumann and ...
Mathematicians Prove Existence and Uniqueness of Positive Solutions for a New Coupled Fractional System
A new study establishes existence and uniqueness results for positive solutions of a coupled sequential (κ,Φ)-Hilfer and (κ,Φ)-Caputo fractional differential ...
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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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