Mathematica 9 is now available
THIS IS DOCUMENTATION FOR AN OBSOLETE PRODUCT.
SEE THE DOCUMENTATION CENTER FOR THE LATEST INFORMATION.
Mathematica >

KroneckerDelta

KroneckerDelta[n1, n2, ...]
gives the Kronecker delta delta_(n_1 n_2 ...), equal to 1 if all the n_i are equal, and 0 otherwise.
Construct an identity matrix:
Use in sums to pick out elements:
One-argument form:
Multi-argument form:
Arguments can be approximate numbers:
TraditionalForm formatting:
Use in sums to pick out terms:
Generate a banded matrix with two superdiagonals:
Pick out elements:
Reduce an equation containing KroneckerDelta:
The support of KroneckerDelta has measure zero:
KroneckerDelta can stay unevaluated for numeric arguments:
A larger setting for $MaxExtraPrecision can be needed:
Equality testing of the arguments takes numerical precision into account:
Express products of signatures as sums of products of Kronecker deltas:
Special cases for 3D; summation over repeated indices is assumed:
New in 4
Ask a question about this page  |  Suggest an improvement  |  Leave a message for the team