Sturm’s theorems for conformable fractional differential equations
Abstract
In the present paper, we make use of local properties of the recently established definition of conformable fractional derivative. Sturm’s separation and Sturm’s comparison theorems are proved for differential equations involving conformable fractional derivative of order 0<α≤1.
Keywords
Fractional derivative; fractional integral; fractional Picone identity
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PDFISSN: 1331-0623 (Print), 1848-8013 (Online)