T:A:L:K:S

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title:
Maximum norm estimates for SVD truncated tensors
name:
Hackbusch
first name:
Wolfgang
location/conference:
SPP-JT12
PRESENTATION-link:
http://www.dfg-spp1324.de/nuhagtools/event_NEW/dateien/SPP-JT12/talks/Hackbusch-jt12.pdf
abstract:
The standard HOSVD truncation of tensors yields a controlled error with respect to the
corresponding Hilbert norm, usually L2-norm. If the tensor represents a multivariate
function, the aim may be to evaluate the function at certain points. Therefore, we need
maximum error estimates instead. Usually, the maximum norm cannot be estimated
by the L2-norm. We show that, nevertheless, this is possible for the HOSVD truncated tensors.