most citedNumerical modeling of nonohmic percolation conduction and Poole Frenkel laws

8 citations · 8 across the 4 of their papers we have counts for

collaborators

7 papers

cond-mat.dis-nn20208 cited

Numerical modeling of nonohmic percolation conduction and Poole Frenkel laws

Maria Patmiou, V. G. Karpov, G. Serpen +1

We present a numerical model that simulates the current-voltage (I-V) characteristics of materials that exhibit percolation conduction. The model consists of a two dimensional grid…

cond-mat.dis-nn2020

Percolation with plasticity for neuromorphic systems

V. G. Karpov, G. Serpen, Maria Patmiou

We develop a theory of percolation with plasticity systems (PWPs) rendering properties of interest for neuromorphic computing. Unlike the standard percolation between two large ele…

cond-mat.mes-hall2020

Pulse percolation conduction and multi-value memory

V. G. Karpov, G. Serpen, Maria Patmiou +1

We develop a theory of pulse conduction in percolation type of materials such as noncrystalline semiconductors and nano-metal compounds. For short voltage pulses, the corresponding…

physics.ed-ph2019

Qualitative methods in condensed matter physics

Maria Patmiou, V. G. Karpov

Expanding on our former hypothesis that, in the current information age, teaching physics should become more intuition-based and aiming at pattern recognition skills, we present mu…

cond-mat.dis-nn2019

Percolation with plasticity for neuromorphic computing

V. G. Karpov, Maria Patmiou

We introduce the percolation with plasticity (PWP) systems that exhibit neuromorphic functionalities including multi-valued memory, random number generation, matrix-vector multipli…

physics.ed-ph2019

Physics in the information age: qualitative methods (with examples from quantum mechanics)

V. G. Karpov, Maria Patmiou

The traditional pedagogical paradigm in physics is based on a deductive approach. However, with the recent advances in information technology, we are facing a dramatic increase in…