Bi-linear algebraic problem N1t12s13f3

N=1, # of fermion fields: 1, # of boson fields: 0
weight(t)=12, weight(s)=13, fermion weights={3}, boson weights={}

Problem

Find equations


                                                                 2
f  := Df  *f*p4 + Df  *f *p5 + Df  *Df*f*p3 + Df  *f  *p8 + (Df ) *f*p2
 t      4x          3x  x        2x             2x  2x         x

                                         3            2
       + Df *Df*f *p6 + Df *f  *p9 + (Df) *f*p1 + (Df) *f  *p7 + Df*f  *p10
           x     x        x  3x                          2x          4x

       + f  *p12 + f  *f *f*p11
          6x        2x  x

with symmetries

f  := 0
 s

SYSTEM & SYMMETRY DO NOT SATISFY MINIMAL REQUIREMENTS!

N=1, # of fermion fields: 1, # of boson fields: 0 weight(t)=12, weight(s)=13, fermion weights={3}, boson weights={}

Problem

N=1, # of fermion fields: 1, # of boson fields: 0
weight(t)=12, weight(s)=13, fermion weights={3}, boson weights={}