Pages that link to "Item:Q2248372"

The following pages link to Signal processing for nondifferentiable data defined on Cantor sets: a local fractional Fourier series approach (Q2248372):

Displaying 9 items.

• Local fractional discrete wavelet transform for solving signals on Cantor sets (Q473820) (← links)
• Local fractional \(Z\)-transforms with applications to signals on Cantor sets (Q1724632) (← links)
• Local fractional functional method for solving diffusion equations on Cantor sets (Q1725016) (← links)
• Local fractional derivative boundary value problems for Tricomi equation arising in fractal transonic flow (Q1725176) (← links)
• Solving initial-boundary value problems for local fractional differential equation by local fractional Fourier series method (Q1725246) (← links)
• Fourier transforms on Cantor sets: a study in non-Diophantine arithmetic and calculus (Q2410437) (← links)
• NEW PERSPECTIVE AIMED AT LOCAL FRACTIONAL ORDER MEMRISTOR MODEL ON CANTOR SETS (Q5024739) (← links)
• Application of the Local Fractional Fourier Series to Fractal Signals (Q5261474) (← links)
• (Q6111070) (← links)