## Infinite component local field theory with a rising mass spectrum |

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### Contents

BASIS STATES AND THE GROUP 032 | 4 |

THE WAVE EQUATION | 8 |

CONSTRUCTION OF A FIELD THEORY | 16 |

4 other sections not shown

### Common terms and phrases

a q(l-q adjoint Alan Avrum Chodos analogy anti-Hermitian Appendix arbitrary parameters asymptotic behavior basis becomes begins at 2(j+l causality coefficient commutation rules component field theory COMPONENT LOCAL FIELD continuum exists created by a+ creation operator define derived diagonal difference equation discrete spectrum discussed electromagnetic form factor elements of LQ En+1 explicit five-vector formula four-vector Hermitian hydrogen atom infinite component field infinite component theory infinity of arbitrary interacting Laguerre polynomial large number linear combination linear trajectories linearly rising trajectories Lorentz group Lorentz invariance Lorentz transformation mass-spin matrix elements ml 2 m2 n(n+A normalizable solution Notice obtain parameters F(k,j particles particular physical possible postulate a wave pQ(k propagator quantum field theory Regge family Regge trajectories RISING MASS SPECTRUM S-matrix satisfy sinh<t solve specified spectrum in Chapter subgroup of 0(3,2 term goes theoretical thesis towers wave equation wave functions Weinberg's Wigner-Eckart theorem