N- Fractional Calculus and $n(\in Z^+)th$ Derivatives of Some Logarithmic Functions (Study on Non-Analytic and Univalent Functions and Applications)

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N-Fractional Calculus of Some Irrational Functions (Study on Non-Analytic and Univalent Functions and Applications)
On the solutions of an extended Chebyshev's Equations (Extensions of the historical calculus transforms in the geometric function theory)
Solutions to The Homogeneous Associated Laguerre's Equation by Means of N-Fractional Calculus Operator (Extensions of the historical calculus transforms in the geometric function theory)
Production of Some Fractional Differintegral Equations in N-Fractional Calculus (Extensions of the historical calculus transforms in the geometric function theory)
N-Fractional Calculus Operator Method to Some Second Order homogeneous Euler's Equation (Applications of convolutions in geometric function theory)
N-Fractional Calculus of Some Logarithmic Functions and Some Identities (Applications of convolutions in geometric function theory)
Solutions to The Nonhomogeneous Associated Laguerre's Equaiton by Means of N-Fractional Calculus Operator (Applications of convolutions in geometric function theory)
N- Fractional Calculus and $n(\in Z^+)th$ Derivatives of Some Logarithmic Functions (Study on Non-Analytic and Univalent Functions and Applications)
Some Doubly Infinite Mixed Infinite Sums derived from The N-Fractional Calculus of A Logarithmic Function(With Some Examinations) (単葉関数論における係数不等式とその周辺短期共同研究報告集)
Some Doubly Infinite, Finite and Mixed Infinite Sums derived from the N-Fractional Calculus of A Power Function(With Some Examinations) (単葉関数論における係数不等式とその周辺短期共同研究報告集)
Some Infinite (Singly, Doubly and Triply) Sums (Study on Applications for Fractional Calculus Operators in Univalent Function Theory)
Solutions to a Nearly Simple Harmonic Vibration Equation by Means of N-Fractional Calculus (Study on Applications for Fractional Calculus Operators in Univalent Function Theory)
Some Topics in N- Fractional Calculus (Study on Differential Operators and Integral Operators in Univalent Function Theory)
On Nishimoto's Fractional Calculus ( Operator $N^\nu$, Inverse of Nishimoto's Transformation and some Applications )
Fractional Calculus Method to a Generalized Linear Second Order (Nonhomogeneous and Homogeneous) Ordinary Differential Equation of Fuchs Type
On the Infinite Sums 〓(n-1)!2n-1/〓(2k+3) and 〓(n-1)!(n+1)2n-1/〓(2k+3)--A serendipity in franctional calculus
On Infinite Sum Rm,β=(-1)m〓(-1)k・(m+k-1)!/(m-1)!k・Г(-m-k-β)/Г(-β)--Serendipity in Fractional Calculus
Generalization of Some of Nishimoto′s Differential Equations-2-
Generalization of Some of Nishimoto′s Differential Equations-1-
Fractional Calculus Method to a Fourth Order Linear Ordinary Differential Equation of Fuchs Type
Solutions to The Nonhomogeneous Chebyshev's Equation by Means of N-Fractional Calculus Operator (Conditions for Univalency of Functions and Applications)
Solutions to The Homogeneous Chebyshev's Equation by Means of N-Fractional Calculus Operator (Conditions for Univalency of Functions and Applications)
An Application of Franctional Calculus to a Partial Differential Equation of the Second Order
The Solutions to The Radial Schrodinger Equation of The Hydrogen Atom by Means of N-Fractional Calculus Operator (On Schwarzian Derivatives and Its Applications)
Solutions to Some Homogeneous Special Ordinary Differential Equation by Means of N-Fractional Calculus Operator (On Schwarzian Derivatives and Its Applications)
Fractional Calculus : Generalized Integral and Derivative (On Fractional Calculus and Its Applications)
N-Fractional Calculus of the Function $f(z)=\log((z-b)^3-c)$ and Identities (Some inequalities concerned with the geometric function theory)

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