A Two-dimensional Functional Permutational Central

A density functional study on the mechanical properties of metal-free two-dimensional polymer graphitic Carbon-Nitride

Successful synthesis of the stable metal-free two-dimensional polymer graphitic carbon-nitride with remarkable properties has made it as one of the most promising nanostructures in many novel nanodevices, especially photocatalytic ones. Understanding the mechanical properties of nanostructures is of crucial importance. Thus, this study employs density functional theory (DFT) to obtain the mecha...

A density functional study on the mechanical properties of metal-free two-dimensional polymer graphitic Carbon-Nitride

Successful synthesis of the stable metal-free two-dimensional polymer graphitic carbon-nitride with remarkable properties has made it as one of the most promising nanostructures in many novel nanodevices, especially photocatalytic ones. Understanding the mechanical properties of nanostructures is of crucial importance. Thus, this study employs density functional theory (DFT) to obtain the mecha...

Lagrange Two-Dimensional Interpolation Method for Modeling Nanoparticle Formation During RESS Process

- e ON PERMLITATIONAL CENTRAL LIMIT TIIEORfMS

SUMMARY. For multivariate linear rank statistics, permutational central limit theorems have been proved, mostly, either incorrectly or under unnecessarily stringent regularity conditions. These theorems are revisited here with some special emphasis on a novel martingale approach.

Exact Solutions to Special High Dimensional O ( n ) Models , Dimensional Reductions , gauge redundancy , and special Frustrated Spin and Orbital models

This work addresses models (e.g. potential models of directed orbital systems-the manganates) in which an effective reduction dimensionality occurs as a result of a new symmetry which is intermediate between that of global and local gauge symmetry. This path towards dimensional reduction is examined in simple O(n) spin models and lattice gauge theories. A high temperature expansion is employed ...