N=1, # of fermion fields: 1, # of boson fields: 0
weight(t)=3, weight(s)=14, fermion weights={1}, boson weights={}
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Problem
Find equations
f := 0
t
with symmetries
2
f := Df *f*q1 + Df *Df*f*q2 + Df *f *q26 + Df *Df *f*q4 + Df *(Df) *f*q3
s 6x 5x 5x x 4x x 4x
+ Df *Df*f *q25 + Df *f *q30 + Df *Df *f*q7 + Df *Df *Df*f*q6
4x x 4x 2x 3x 2x 3x x
3 2
+ Df *Df *f *q23 + Df *(Df) *f*q5 + Df *(Df) *f *q24 + Df *Df*f *q31
3x x x 3x 3x x 3x 2x
2 2 2
+ Df *f *q44 + (Df ) *Df*f*q9 + (Df ) *f *q22 + Df *(Df ) *f*q11
3x 3x 2x 2x x 2x x
2
+ Df *Df *(Df) *f*q10 + Df *Df *Df*f *q20 + Df *Df *f *q33
2x x 2x x x 2x x 2x
4 3 2
+ Df *(Df) *f*q8 + Df *(Df) *f *q21 + Df *(Df) *f *q32
2x 2x x 2x 2x
3
+ Df *Df*f *q43 + Df *f *q46 + Df *f *f *f*q27 + (Df ) *Df*f*q14
2x 3x 2x 4x 2x 2x x x
3 2 3 2 2
+ (Df ) *f *q19 + (Df ) *(Df) *f*q13 + (Df ) *(Df) *f *q17
x x x x x
2 2 5 4
+ (Df ) *Df*f *q35 + (Df ) *f *q42 + Df *(Df) *f*q12 + Df *(Df) *f *q18
x 2x x 3x x x x
3 2
+ Df *(Df) *f *q34 + Df *(Df) *f *q41 + Df *Df*f *q47
x 2x x 3x x 4x
7
+ Df *Df*f *f *f*q28 + Df *f *q50 + Df *f *f *f*q39 + (Df) *f*q15
x 2x x x 5x x 3x x
6 5 4 3
+ (Df) *f *q16 + (Df) *f *q36 + (Df) *f *q40 + (Df) *f *q48
x 2x 3x 4x
3 2 2
+ (Df) *f *f *f*q29 + (Df) *f *q49 + (Df) *f *f *f*q38 + Df*f *q51
2x x 5x 3x x 6x
+ Df*f *f *f*q45 + Df*f *f *f*q37 + f *q55 + f *f *f*q52
4x x 3x 2x 7x 5x x
+ f *f *f*q53 + f *f *f *q54
4x 2x 3x 2x x
SYSTEM & SYMMETRY DO NOT SATISFY MINIMAL REQUIREMENTS!