Z-Numbers Bring Reliability Into Fractional Differential Equation Analysis
A new open-access study applies a generalized Z-number framework to establish existence, uniqueness, best approximation and Ulam–Hyers–Rassias stability results for ...
Tag: fixed point theory
Mathematicians Prove Solutions Exist for Nonlinear q-Fractional Inclusion Systems
A new Boundary Value Problems paper proves sufficient conditions for solutions of nonlinear q-fractional differential inclusions with p-Laplacian operators, illustrated ...
Mathematicians Prove Existence and Hyers-Ulam Stability for Coupled Fractional Systems
A new mathematical study proves existence, uniqueness and Hyers-Ulam stability results for coupled fractional differential systems with Psi-Caputo derivatives 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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