General Ginsparg–Wilson fermions and index

On General Sum-Connectivity Index of Benzenoid Systems and Phenylenes

On the general sum-connectivity index and general Randić index of cacti

*Correspondence: [email protected] 1School of Natural Sciences (SNS), National University of Sciences and Technology (NUST), Sector H-12, Islamabad, Pakistan 2Department of Mathematical Sciences, United Arab Emirates University, P.O. Box 15551, Al Ain, United Arab Emirates Full list of author information is available at the end of the article Abstract Let G be a connected graph. The degree of...

Index Numbers and the General Economic Equilibrium*

What may be called the problem of imputation, which is a central problem of economics, is that of determining how the end product of the industrial process, called consumption goods, comes to be distributed among the individuals or classes of individuals which make up the economic system. Corresponding to the classes of individuals are classes of goods, which may in particular be arranged as fo...

Experimental tests of curvature couplings of Fermions in General Relativity

Spin 1 2 particles in geodesic trajectories experience no gravitational potential but they still have non-zero couplings to the curvature tensor. The effect of space time curvature on fermions can be parameterized by a vector and a pseudo-vector potential. These apparent CPT violating terms can be measured with satellite based spinpolarized torsion balance and clock comparison experiments. The ...

A General Approach To Photon Radiation Off Fermions

Soft or collinear photon emission potentially poses numerical problems in the phasespace integration of radiative processes. In this paper, a general subtraction formalism is presented that removes such singularities from the integrand of the numerical integration and adds back the analytically integrated contributions that have been subtracted. The method is a generalization of the dipole form...