Zhi-Zhong Tan

Comparison of methods to determine point-to-point resistance in nearly rectangular networks with application to a ‘hammock’ network

Ralph Kenna, John W. Essam, Nikolay Sh. Izmailyan, 2014, Royal Society Open Science.

Potential formula of the nonregular m × n fan network and its application

Jianxin Chen, Zhi-Zhong Tan, Zhen Tan, 2018, Scientific Reports.

Recursion-Transform method to a non-regular m×n cobweb with an arbitrary longitude

Zhi-Zhong Tan, Zhi-zhong Tan, 2015, Scientific Reports.

Two-point resistance of an m×n resistor network with an arbitrary boundary and its application in RLC network

Zhi-Zhong Tan, Zhi-zhong Tan, 2016 .

Resistance between two nodes in general position on an m×n fan network.

Zhi-Zhong Tan, F. Y. Wu, J. Essam, 2014, Physical review. E, Statistical, nonlinear, and soft matter physics.

Two-point resistance of a resistor network embedded on a globe.

Zhi-Zhong Tan, F Y Wu, J W Essam, 2014, Physical review. E, Statistical, nonlinear, and soft matter physics.

Two-Point Resistance of a Non-Regular Cylindrical Network with a Zero Resistor Axis and Two Arbitrary Boundaries

Zhi-Zhong Tan, Zhi-zhong Tan, 2017 .

Two-Point Resistance of a Cobweb Network with a 2r Boundary

Zhi-Zhong Tan, Zhi-zhong Tan, 2014, 1407.3693.

Recursion-transform method for computing resistance of the complex resistor network with three arbitrary boundaries.

Zhi-Zhong Tan, Zhi-zhong Tan, 2015, Physical review. E, Statistical, nonlinear, and soft matter physics.