Choe Ryong Gil

[5] viXra:1706.0408 submitted on 2017-06-21 02:28:55, (20 unique-IP downloads)

A New Sufficient Condition by Euler Function for Riemann Hypothesis

Authors: Choe Ryong Gil
Category: Number Theory

[4] viXra:1706.0407 submitted on 2017-06-21 02:30:07, (15 unique-IP downloads)

An Upper Bound for Error Term of Mertens' Formula

Authors: Choe Ryong Gil
Category: Number Theory

[3] viXra:1202.0071 submitted on 2012-02-21 22:27:58, (171 unique-IP downloads)

A L-Topology of Banach space and Separability of Lipschitz dual space

Authors: Choe Ryong Gil
Category: Functions and Analysis

[2] viXra:1202.0069 replaced on 2012-02-23 03:28:33, (118 unique-IP downloads)

A L*-Convergence of Sequence of Nonlinear Lipschitz Functionals and its Applications in Banach Spaces

Authors: Choe Ryong Gil, Kim Myong Il
Category: Functions and Analysis

[1] viXra:1202.0060 submitted on 2012-02-19 02:03:52, (195 unique-IP downloads)

An Extension Theorem of Nonlinear Lipschitz Functional and its Application in Banach Spaces

Authors: Choe Ryong Gil
Category: Functions and Analysis