Bi-linear algebraic problem N1t1s13f2

N=1, # of fermion fields: 1, # of boson fields: 0
weight(t)=1, weight(s)=13, fermion weights={2}, boson weights={}

Problem

Find equations


f  := 0
 t

with symmetries

                                                      2
f  := Df  *f*q1 + Df  *f *q4 + Df  *f  *q8 + Df  *(Df) *f*q2 + Df  *f  *q9
 s      5x          4x  x        3x  2x        2x                2x  3x

              2                   2                           3
       + (Df ) *Df*f*q3 + Df *(Df) *f *q5 + Df *f  *q10 + (Df) *f  *q7
            x               x        x        x  4x              2x

       + Df*f  *q11 + Df*f  *f *f*q6
             5x           2x  x

SYSTEM & SYMMETRY DO NOT SATISFY MINIMAL REQUIREMENTS!

N=1, # of fermion fields: 1, # of boson fields: 0 weight(t)=1, weight(s)=13, fermion weights={2}, boson weights={}

Problem

N=1, # of fermion fields: 1, # of boson fields: 0
weight(t)=1, weight(s)=13, fermion weights={2}, boson weights={}