Question: A further simplification needed

Dear All


As a result of certain computation, Maple produce following result:

exp(epsilon[10])*a[2]*epsilon[6]*epsilon[9]^2/exp(epsilon[3]):

How can I force Maple to produce result like:

exp(epsilon[10]-epsilon[3])*a[2]*epsilon[6]*epsilon[9]^2:

Similar to this; Maple produce result:

(exp(epsilon[10]))^2*a[1]:

How I can force Maple to produce it like:

exp(2*epsilon[10])*a[1]:

As an example; I need to simplify following expression in manner as described above

-exp(epsilon[10])*a[2]*epsilon[6]*epsilon[9]*epsilon[2]/exp(epsilon[3])-2*a[10]*epsilon[7]*epsilon[9]-a[10]*epsilon[7]*epsilon[2]-a[3]*epsilon[9]^2*epsilon[11]-a[3]*epsilon[11]*epsilon[5]+exp(epsilon[10])*a[7]*epsilon[2]+a[10]*epsilon[6]*epsilon[4]-2*a[3]*epsilon[6]*epsilon[4]+(exp(epsilon[10]))^2*a[1]/exp(epsilon[3])+exp(epsilon[3])*a[11]*epsilon[9]^2+exp(epsilon[3])*a[11]*epsilon[5]+2*exp(epsilon[10])*a[7]*epsilon[9]-(exp(epsilon[10]))^2*a[5]*epsilon[11]/(exp(epsilon[3]))^2-exp(epsilon[10])*a[2]*epsilon[7]/exp(epsilon[3])-2*exp(epsilon[10])*a[9]*epsilon[7]/exp(epsilon[3])+a[10]*epsilon[6]*epsilon[8]*epsilon[2]-a[3]*epsilon[11]*epsilon[9]*epsilon[2]-2*a[3]*epsilon[6]*epsilon[8]*epsilon[2]+2*a[10]*epsilon[6]*epsilon[8]*epsilon[9]-4*a[3]*epsilon[6]*epsilon[8]*epsilon[9]-(exp(epsilon[10]))^3*a[4]*epsilon[6]/(exp(epsilon[3]))^3+(exp(epsilon[3]))^2*a[6]*epsilon[4]/exp(epsilon[10])+exp(epsilon[3])*a[11]*epsilon[9]*epsilon[2]-2*a[10]*epsilon[1]+a[3]*epsilon[1]-2*exp(epsilon[10])*a[9]*epsilon[11]*epsilon[9]/exp(epsilon[3])-(exp(epsilon[10]))^2*a[8]*epsilon[6]*epsilon[2]/(exp(epsilon[3]))^2-exp(epsilon[10])*a[9]*epsilon[11]*epsilon[2]/exp(epsilon[3])-exp(epsilon[10])*a[2]*epsilon[6]*epsilon[9]^2/exp(epsilon[3])+2*(exp(epsilon[3]))^2*a[6]*epsilon[8]*epsilon[9]/exp(epsilon[10])-exp(epsilon[10])*a[2]*epsilon[6]*epsilon[5]/exp(epsilon[3])+(exp(epsilon[3]))^2*a[6]*epsilon[8]*epsilon[2]/exp(epsilon[10])-2*(exp(epsilon[10]))^2*a[8]*epsilon[6]*epsilon[9]/(exp(epsilon[3]))^2


Download Expression.mwExpression.mw

Regards

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