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Inhibitory effect of Ubenimex combined with fluorouracil on multiple drug resistance and P‐glycoprotein expression level in non‐small lung cancer

Journal of cellular and molecular medicine, 2020-11, Vol.24 (21), p.12840-12847

2020

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A study on the relationship between single nucleotide polymorphisms of interleukin-22 and susceptibility to pulmonary tuberculosis

Zhonghua jiehe he huxi zazhi, 2012-08, Vol.35 (8), p.596

2012

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The Isometric Extension Problem between Unit Spheres of Two Separable Banach Spaces

Acta mathematica Sinica. English series, 2015-12, Vol.31 (12), p.1872-1878

Ding, Guang Gui

2015

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Isometric Extension Problem Between Strictly Convex Two-dimensional Normed Spaces

Acta mathematica Sinica. English series, 2019-04, Vol.35 (4), p.513-518

2019

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Uniportal complete video-assisted thoracoscopic surgery lobectomy with partial pulmonary arterioplasty for lung cancer with calcified lymph node

Journal of thoracic disease, 2015-12, Vol.7 (12), p.2366-2370

2015

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ISOMETRIES BETWEEN UNIT SPHERES OF THE ${\ell }^{\infty } $-SUM OF STRICTLY CONVEX NORMED SPACES

Bulletin of the Australian Mathematical Society, 2013-12, Vol.88 (3), p.369-375

2013

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BulkTree: An overlay network architecture for live media streaming

Journal of Zhejiang University. A. Science, 2006-05, Vol.7 (S1), p.125-130

2006

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On the Extension of Isometries between Unit Spheres of E and C(Ω)

Acta mathematica Sinica. English series, 2003-10, Vol.19 (4), p.793-800

Ding, Guang Gui

2003

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How to Recognize Nonexpansive Mappings and Isometric Mappings

Acta mathematica Sinica. English series, 2011-10, Vol.27 (10), p.1959-1966

2011

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The Representation Theorem of onto Isometric Mappings between Two Unit Spheres of l 1(Γ) Type Spaces and The Application to the Isometric Extension Problem

Acta mathematica Sinica. English series, 2004-11, Vol.20 (6), p.1089-1094

Ding, Guang Gui

2004

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On linearly isometric extensions for 1-Lipschitz mappings between unit spheres of AL ( p )-spaces (p > 2)

Acta mathematica Sinica. English series, 2010-02, Vol.26 (2), p.331-336

Ding, Guang Gui

2010

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On linearly isometric extensions for 1-Lipschitz mappings between unit spheres of ALp-spaces (p > 2)

Acta mathematica Sinica. English series, 2010-02, Vol.26 (2), p.331-336

Ding, Guang Gui

2010

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On linearly isometric extensions for 1-Lipschitz mappings between unit spheres of AL p -spaces (p > 2)

Acta mathematica Sinica. English series, 2010-02, Vol.26 (2), p.331-336

Ding, Guang Gui

2010

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On Linearly Isometric Extensions for 1-Lipschitz Mappings Between Unit Spheres of ALP-spaces （p 〉 2）

Acta mathematica Sinica. English series, 2010 (2), p.331-336

Guang Gui DING

2010

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A novel Watermarking scheme resilient to video compression

2009 IEEE International Conference on Multimedia and Expo, 2009, p.1070-1073

2009

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The isometrical extensions of 1-Lipschitz mappings on Gâteaux differentiability spaces

Science China. Mathematics, 2011-04, Vol.54 (4), p.711-722

Ding, GuangGui

2011

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The isometric extension of the into mapping from a $\scr L\sp \infty(\Gamma)$-type space to some Banach space

Illinois journal of mathematics, 2007-04, Vol.51 (2)

Ding, Guang-Gui

2007

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The Isometric Extension of an Into Mapping from the Unit Sphere S(l^sub (2)^^sup [Infinity]^) to S(L^sup 1^([mu]))

Acta mathematica Sinica. English series, 2006-11, Vol.22 (6), p.1721

Ding, Guang Gui

2006

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The Isometric Extension of an Into Mapping from the Unit Sphere S ( [ell] ( 2 ) infinity ) to S ( L 1 ( mu ) )

Acta mathematica Sinica. English series, 2006-11, Vol.22 (6), p.1721-1724

Ding, Guang Gui

2006

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The Isometric Extension of an Into Mapping from the Unit Sphere $$ S{\left( {{\ell }^{\infty }_{{{\left( 2 \right)}}} } \right)} $$ to $$ S{\left( {L^{1} {\left( \mu \right)}} \right)}

Acta mathematica Sinica. English series, 2006-11, Vol.22 (6), p.1721-1724

Ding, Guang Gui

2006

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A Note on Linear Extension of Into–Isometries Between Two Unit Spheres of Atomic AL p –Space (0 < p < ∞)

Acta mathematica Sinica. English series, 2006-01, Vol.22 (1), p.279-282

Ding, Guang Gui

2006

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On Almost Isometric Embedding from C([Omega]) into C ^sub 0^([Omega]^sub 0^)

Acta mathematica Sinica. English series, 2005-10, Vol.21 (5), p.1045

Ding, Guang Gui

2005

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The Representation Theorem of onto Isometric Mappings between Two Unit Spheres of l^sup 1^([Gamma]) Type Spaces and The Application to the Isometric Extension Problem

Acta mathematica Sinica. English series, 2004-11, Vol.20 (6), p.1089

Ding, Guang Gui

2004

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The Representation Theorem of onto Isometric Mappings between Two Unit Spheres of l super(1)( Gamma ) Type Spaces and The Application to the Isometric Extension Problem

Acta mathematica Sinica. English series, 2004-11, Vol.20 (6), p.1089-1094

Ding, Guang Gui

2004

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On the Extension of Isometries between Unit Spheres of E andC( ohm)

Acta mathematica Sinica. English series, 2003-10, Vol.19 (4), p.793

Ding, Guang Gui

2003

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Inhibitory effect of Ubenimex combined with fluorouracil on multiple drug resistance and P‐glycoprotein expression level in non‐small lung cancer

A study on the relationship between single nucleotide polymorphisms of interleukin-22 and susceptibility to pulmonary tuberculosis

The Isometric Extension Problem between Unit Spheres of Two Separable Banach Spaces

Isometric Extension Problem Between Strictly Convex Two-dimensional Normed Spaces

Uniportal complete video-assisted thoracoscopic surgery lobectomy with partial pulmonary arterioplasty for lung cancer with calcified lymph node

ISOMETRIES BETWEEN UNIT SPHERES OF THE ${\ell }^{\infty } $-SUM OF STRICTLY CONVEX NORMED SPACES

BulkTree: An overlay network architecture for live media streaming

On the Extension of Isometries between Unit Spheres of E and C(Ω)

How to Recognize Nonexpansive Mappings and Isometric Mappings

The Representation Theorem of onto Isometric Mappings between Two Unit Spheres of l 1(Γ) Type Spaces and The Application to the Isometric Extension Problem

On linearly isometric extensions for 1-Lipschitz mappings between unit spheres of AL ( p )-spaces (p > 2)

On linearly isometric extensions for 1-Lipschitz mappings between unit spheres of ALp-spaces (p > 2)

On linearly isometric extensions for 1-Lipschitz mappings between unit spheres of AL p -spaces (p > 2)

On Linearly Isometric Extensions for 1-Lipschitz Mappings Between Unit Spheres of ALP-spaces （p 〉 2）

A novel Watermarking scheme resilient to video compression

The isometrical extensions of 1-Lipschitz mappings on Gâteaux differentiability spaces

The isometric extension of the into mapping from a $\scr L\sp \infty(\Gamma)$-type space to some Banach space

The Isometric Extension of an Into Mapping from the Unit Sphere S(l^sub (2)^^sup [Infinity]^) to S(L^sup 1^([mu]))

The Isometric Extension of an Into Mapping from the Unit Sphere S ( [ell] ( 2 ) infinity ) to S ( L 1 ( mu ) )

The Isometric Extension of an Into Mapping from the Unit Sphere $$ S{\left( {{\ell }^{\infty }_{{{\left( 2 \right)}}} } \right)} $$ to $$ S{\left( {L^{1} {\left( \mu \right)}} \right)}

A Note on Linear Extension of Into–Isometries Between Two Unit Spheres of Atomic AL p –Space (0 < p < ∞)

On Almost Isometric Embedding from C([Omega]) into C ^sub 0^([Omega]^sub 0^)

The Representation Theorem of onto Isometric Mappings between Two Unit Spheres of l^sup 1^([Gamma]) Type Spaces and The Application to the Isometric Extension Problem

The Representation Theorem of onto Isometric Mappings between Two Unit Spheres of l super(1)( Gamma ) Type Spaces and The Application to the Isometric Extension Problem

On the Extension of Isometries between Unit Spheres of E andC( ohm)

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