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The Maxima on-line user's manual

Algebra Calculator

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Simpsum

-- Option variable: simpsum Default value: false

When simpsum is true, the result of a sum is simplified. This simplification may sometimes be able to produce a closed form. If simpsum is false or if the quoted form sum is used, the value is a sum noun form which is a representation of the sigma notation used in mathematics.

simpsum:true;
sum(1/(n^3),n,1,inf);

(%o1)                                true
(%i2) 

Related Examples

simpsum-sum

sum(sum(n-j-i,j,1,n),...

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simpsum-subst-sum

Sn:sum(k*(x)^(k-1),k,...

sSn3:n*(n+1)/2*(3^n-1...

sub1:[x=3,n=3];

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simpsum-sum

sum(1/(k!), k, 0, n),...

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simpsum-true

a:2;

b:19;

simpsum:true;

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simpsum-sum

sum(n-i+j,k,1,n), sim...

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simpsum-true

a:2;

b:19;

simpsum:true;

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simpsum-sum

sum(a[n]=a[n-1]+a[n-1...

simpsum;

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simpsum-sum

sum (1/2^k, k, 1, 2*l...

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simpsum-sum

sum(K[h](x-t)/sum(K[h...

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simpsum-true

a:2;

b:19;

simpsum:true;

Calculate