Document the Cohen-Hubbard-Oesterwinter formula #2924
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eggrobin
requested changes
Mar 20, 2021
eggrobin
reviewed
Mar 20, 2021
| journaltitle = {Mathematics of Computation}, | ||
| pages = {699--706}, | ||
| title = {Generation of Finite Difference Formulas on Arbitrarily Spaced Grids}, | ||
| volume = {51}, |
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You need to rerun Biber, [CHO73] still says 51 instead of 51.184.
pleroy
commented
Mar 21, 2021
| In this section we derive the Cohen-Hubbard-Osterwinder formula, equation (\ref{eqncho}). | ||
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| \begin{proposition} | ||
| Given a sufficient regular function $f\of{x}$ there exists a family of rational numbers $\gb_{n, \gn}$, with $0 ≤ \gn ≤ n - 2$, such that: |
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Changed that statement, too.
eggrobin
approved these changes
Mar 22, 2021
| journaltitle = {Mathematics of Computation}, | ||
| pages = {699--706}, | ||
| title = {Generation of Finite Difference Formulas on Arbitrarily Spaced Grids}, | ||
| volume = {51}, |
There was a problem hiding this comment.
You need to rerun Biber, [CHO73] still says 51 instead of 51.184.
|
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