Y. S. Liang

发表

Relationship between upper Box dimension of continuous functions and orders of Weyl fractional integral

H. B. Gao, Y. S. Liang, W. Xiao, 2021, Fractals.

On Riemann-Liouville fractional differentiability of continuous functions and its physical interpretation

Y. S. Liang, W. Xiao, 2021, Fractals.

The fractal dimensions of graphs of the Weyl-Marchaud fractional derivative of the Weierstrass-type function

K. Yao, Y. S. Liang, K. Yao, 2008 .

Box dimensions of Riemann–Liouville fractional integrals of continuous functions of bounded variation

Y. S. Liang, 2010 .

On the connection between the order of the fractional derivative and the Hausdorff dimension of a fractal function

Fuqing Zhang, K. Yao, Y. S. Liang, 2009 .

Effect of the Riemann-Liouville fractional integral on unbounded variation points

Y. S. Liang, S. Verma, 2020, 2008.11113.

FRACTAL DIMENSIONS OF WEYL–MARCHAUD FRACTIONAL DERIVATIVE OF CERTAIN ONE-DIMENSIONAL FUNCTIONS

Y. S. Liang, N. Liu, 2019, Fractals.

Approximation by the linear fractal interpolation functions with the same fractal dimension

Y. S. Liang, 2023, The European Physical Journal Special Topics.

The relationship between the fractal dimensions of a type of fractal functions and the order of their fractional calculus

Y. S. Liang, W. Su, 2007 .

Fractal dimension variation of continuous functions under certain operations

Y. S. Liang, B. Yu, 2023, Fractals.

The relationship between the Box dimension of the Besicovitch functions and the orders of their fractional calculus

Y. S. Liang, W. Y. Su, Y. S. Liang, 2008, Appl. Math. Comput..

Approximation with fractal functions by fractal dimension

Y. S. Liang, 2022, Fractals.

Approximation of the same Box dimension in continuous functions space

Y. S. Liang, 2021, Fractals.