Nader Mobed

Muon capture by a proton in heavy baryon chiral perturbation theory

The matrix element for muon capture by a proton is calculated to

Tidal dynamics in cosmological spacetimes

{O(p}^{3})

Can Gravity Distinguish between Dirac and Majorana Neutrinos

within heavy baryon chiral perturbation theory using the new

Helicity precession of spin-1/2 particles in weak inertial and gravitational fields

{O(p}^{3})

Effects of spacetime curvature on spin-1/2 particle zitterbewegung

Lagrangian of Ecker and Moj\ifmmode \check{z}\else \v{z}\fi{}i\ifmmode \check{s}\else \v{s}\fi{}. External nucleon fields are renormalized using the appropriate definition of the wave function renormalization factor

The implications of noninertial motion on covariant quantum spin

{Z}_{N}.

Breakdown of Lorentz Invariance for Spin-1/2 Particle Motion in Curved Space-Time with Applications to Muon Decay

Our expression for

Reply to comment on `Can gravity distinguish between Dirac and Majorana neutrinos?'

{Z}_{N}

Isospin violation and the proton's neutral weak magnetic form factor

differs somewhat from that found in the existing literature, but is the one which is consistent with the Lagrangian we use and the one which ensures, within our approach, the nonrenormalization of the vector coupling as required by the conserved vector current. Expressions for the standard muon capture form factors are derived and compared to experimental data and we determine three of the coefficients of the Ecker-Moj\ifmmode \check{z}\else \v{z}\fi{}i\ifmmode \check{s}\else \v{s}\fi{} Lagrangian, namely,

A New Perspective on Path Integral Quantum Mechanics in Curved Space-Time

{b}_{7}, {b}_{19},