X. Fang

发表

Barrier Solutions of Elliptic Differential Equations in Musielak-Orlicz-Sobolev Spaces

G. Dong, X. Fang, 2021, Journal of Function Spaces.

Permanence of weak comparison for large subalgebras

X. Fang, Xia Zhao, Q. Fan, 2020, Annals of Functional Analysis.

Continuity of functors with respect to generalized inductive limits

X. Fang, Jiajie Hua, Xiao-Ming Xu, 2019, Frontiers of Mathematics in China.

The α-comparison Property and Finite Nuclear Dimension of Generalized Inductive Limits for C*-algebras

X. Fang, Y. Liang, X. Fang, 2018 .

Generalized Tracially Approximated C*-algebras

G. Elliott, X. Fang, Q. Fan, 2022, 2203.05700.

The inheritance of tracial nuclear dimension for centrally large subalgebras

X. Fang, Xia Zhao, Q. Fan, 2020 .

Inheritance of divisibility forms a large subalgebra

X. Fang, Xia Zhao, Q. Fan, 2021 .

Some Permanence for Large Subalgebra

X. Fang, Xia Zhao, Q. Fan, 2019, 1901.08812.

Ideals and simplicity of crossed products of graph C-algebras by quasi-free actions

G. Elliott, X. Fang, J. Cuntz, 2009 .

AF-Embedding of crossed products of certain graph C*-algebras by quasi-free actions (II)

X. Fang, 2005, math/0510551.

Some Properties of Tracially Quasidiagonal Extensions

X. Fang, Xiao-Ming Xu, Yile Zhao, 2018, Chinese Annals of Mathematics, Series B.

The Tracial Topological Rank of Extensions of $$C^*$$C∗-Algebras

X. Fang, Yile Zhao, 2016 .

Partial isometries and extensions of $${{\rm A}{\mathbb T}}$$-algebras

H. Yao, X. Fang, 2012 .

Partial isometries and extensions of AT-algebras

H. Yao, X. Fang, 2012 .

EXTENSION ALGEBRAS OF CUNTZ ALGEBRA, II

X. Fang, Shudong Liu, 2009 .

Extension algebras of Cuntz algebra

X. Fang, Shudong Liu, 2007 .

WEYL'S THEOREM FOR ALGEBRAICALLY k-QUASICLASS A OPERATORS

X. Fang, Fugen Gao, 2012 .

Solutions to Operator Equations on Hilbert C*-Modules II

X. Fang, Jing Yu, 2010 .

Solutions to operator equations on Hilbert C∗-modules

H. Yao, X. Fang, Jing Yu, 2009 .

Constructing k-Schmidt witnesses for infinite-dimensional systems

X. Fang, Xin Li, 2015 .

Equivalent Definitions of Infinite Positive Elements in Simple C*-algebras

X. Fang, Lin Wang, 2010, Canadian Mathematical Bulletin.

Graph C*-Algebras and Their Ideals Defined by Cuntz-Krieger Family of Possibly Row-Infinite Directed Graphs

X. Fang, 2006 .

The (**)-Haagerup property for C*-algebras

Changjing Li, X. Fang, 2016, Chinese Annals of Mathematics, Series B.

Principal invariant subspaces theorems

X. Fang, Fugen Gao, Xiaoming Xu, 2014 .

On -Quasiclass A Operators

X. Fang, Fugen Gao, 2009 .

Existence of Solutions for Inclusion Problems in Musielak-Orlicz-Sobolev Space Setting

G. Dong, X. Fang, 2023, Journal of Function Spaces.

Preservers of the c-numerical radius of operator jordan semi-triple products

Yanf ng Zhang, Xiaoc un Fang, X. Fang, 2021, Operators and Matrices.

c-numerical range of operator products on B(H)

Yanfang Zhang, X. Fang, 2019, 1901.05245.

The c-numerical range of operator products on $${\mathcal {B}}(H)$$

Yanfang Zhang, X. Fang, 2019 .

Compatibility and Schur complements of operators on Hilbert C*-module

X. Fang, Jing Yu, 2011 .

Jordan -Derivations on Operator Algebras

Changjing Li, X. Fang, Q. Chen, 2017 .

The Characterization of Generalized Jordan Centralizers on Triangular Algebras

Changjing Li, X. Fang, Q. Chen, 2018, Journal of Function Spaces.

The characterization of generalized Jordan centralizers on algebras

Changjing Li, X. Fang, Q. Chen, 2017 .

Weak-2-local derivations on finite von Neumann algebras

X. Fang, Bing Yang, 2018 .

Positive solutions to nonlinear inclusion problems in Orlicz–Sobolev spaces

G. Dong, X. Fang, 2019, Applicable Analysis.

The Sub-Supersolution Method and Extremal Solutions of Quasilinear Elliptic Equations in Orlicz-Sobolev Spaces

G. Dong, X. Fang, 2018, Journal of Function Spaces.

Variational Inequalities with Multivalued Lower Order Terms and Convex Functionals in Orlicz-Sobolev Spaces

G. Dong, X. Fang, 2015 .

Existence results for some nonlinear elliptic equations with measure data in Orlicz-Sobolev spaces

G. Dong, X. Fang, 2015 .

On the stability of the spectral properties under commuting perturbations

X. Fang, Kai Yan, W. Su, 2016 .

Common properties of the operator products in spectral theory

X. Fang, Kai Yan, 2015 .

Differential equations of divergence form in separable Musielak-Orlicz-Sobolev spaces

G. Dong, X. Fang, 2016 .

A note on the weak tracial Rokhlin property for finite group actions on simple unital C*-algebras

X. Fang, Zhongli Wang, 2023, 2305.18754.

Generalized Tracially Approximated C*-algebras

G. Elliott, X. Fang, Q. Fan, 2022, 2203.05700.

Some properties for certain generalized tracial approximated ${\rm C^*}$-algebras

Xiaochun Fang, Qingzhai Fan, X. Fang, 2021, 2101.11921.

Inheritance of divisibility forms a large subalgebra

X. Fang, Xia Zhao, Q. Fan, 2020, Acta Mathematica Scientia.

Preservers for the Tsallis Entropy of Convex Combinations of Density Operators

X. Fang, Yihui Lao, 2018, Advances in Mathematical Physics.

Indecomposable positive linear maps constructed from permutations

X. Fang, Xin Li, 2016 .

On the infimum of bounded quantum observables

H. Du, X. Fang, Xiaoming Xu, 2010 .

An explicit expression of supremum of bounded quantum observables

H. Du, X. Fang, Xiaoming Xu, 2009 .

The Fuglede-Putnam theorem and Putnam's inequality for quasi-class $(A, k)$ operators

X. Fang, Fugen Gao, 2011 .

The classification of certain non-simple C∗-algebras of tracial rank zero

X. Fang, 2009 .

Lie triple and Jordan derivable mappings on nest algebras

Changjing Li, X. Fang, 2013 .

The (**)-Haagerup property for C*-algebras

Changjing Li, X. Fang, 2016 .

The Tracial Class Property for Crossed Products by Finite Group Actions

X. Fang, Xinbing Yang, 2012 .

Certain properties for crossed products by automorphisms with a certain non-simple tracial Rokhlin property

X. Fang, Q. Fan, 2012, Ergodic Theory and Dynamical Systems.

The Cuntz Comparison in the Standard -Algebra

Nung-Sing Sze, X. Fang, Xiaoming Xu, 2014 .

Existence results for some nonlinear elliptic equations with measure data in Orlicz-Sobolev spaces

G. Dong, X. Fang, 2015, Boundary Value Problems.

A Remark on Weak Tracial Approximation

X. Fang, Jun-Feng Yang, 2022, Axioms.