2024-03-29T08:17:33Z
https://oai.zbmath.org/v1/
oai:zbmath.org:7671466
2023-04-03T12:04:58Z
35
42
65
74
76
Xiaodi Zhang (Zhengzhou)
Bringmann, Philipp
2023
7671466
English
De Gruyter, Berlin
https://zbmath.org/07671466
Content generated by zbMATH Open, such as reviews,
classifications, software, or author disambiguation data,
are distributed under CC-BY-SA 4.0. This defines the license for the
whole dataset, which also contains non-copyrighted bibliographic
metadata and reference data derived from I4OC (CC0). Note that the API
only provides a subset of the data in the zbMATH Open Web interface. In
several cases, third-party information, such as abstracts, cannot be
made available under a suitable license through the API. In those cases,
we replaced the data with the string 'zbMATH Open Web Interface contents
unavailable due to conflicting licenses.'
J. Numer. Math. 31, No. 1, 43-58 (2023).
65N30; 65K10; 65N50; 65N12; 65N15; 65Y20; 42A20; 35J05; 76D07; 74B10; 74J05
How to prove optimal convergence rates for adaptive least-squares finite element methods
j