• Nonlocal Conservation Laws for Strings 

  Balachandran, A. P.; Stern, Allen (American Physical Society, 1982-09-15)

  A finite number of nonlocal conservation laws are found in the Nambu-Goto string model. An infinite number of conserved currents may be obtained by embedding the string in more than 3 + 1 space-time dimensions. These ...
• Phenomenological Implications of the Existence of Conjugate Families on the V – A Structure of Weak Interactions 

  Nandi, S.; Stern, A.; Sudarshan, E. C. G. (American Physical Society, 1982-11-01)

  We investigate the possibility of mixing occurring between the families and the conjugate families of SO(n) grand unified theories. Such a mixing alters the V−A structure of the usual charged weak currents. By comparing ...
• Structure of Proton Decay in SO (n) Family Unification 

  Nandi, S.; Stern, Allen; Sudarshan, E. C. G. (American Physical Society, 1982-10-15)

  We show that for all SO(n), n>10, family unification schemes there exist no gauge currents relevant for baryon decay other than those already appearing in the SO(10) model. The effect of Yukawa interactions for ...
• General Action Principle for Supersymmetric Particles 

  Stern, Allen (American Physical Society, 1985-09-23)

  A new Lagrangean formulation for supersymmetric particles is given. With the inclusion of a Wess-Zumino term one can obtain any irreducible representation of supersymmetry upon quantization. The quantization is carried out ...
• SO(10) Vortices, Zero Modes, and Family Cloning 

  Stern, Allen (American Physical Society, 1984-06-11)

  The properties of certain recently proposed topological vortices which can occur at either grand-unification or intermediate energy scales are examined. These vortices are topologically stable in that they survive any ...

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