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- W2950967056 abstract "An alternative to Plemelj - Smithies formulas for the p -regularized quantities $d^{(p)}(K)$ and $D^{(p)}(K)$ is presented which generalizes previous expressions with $p=1$ due to Grothendieck and Fredholm. It is also presented global upper bounds for these quantities. In particular we prove that $$ |d^{(p)}(K)| le e^{kappa n K n_p^p} $$ holds with $kappa = kappa(p) le kappa(infty) = exp bigl{-{1 over 4(1+ e^{2 pi})} bigr}$ for $ pge 3$ which improves previous estimate yielding $kappa(p) = e (2 + ln(p-1))$." @default.
- W2950967056 created "2019-06-27" @default.
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- W2950967056 date "1993-01-11" @default.
- W2950967056 modified "2023-09-27" @default.
- W2950967056 title "An alternative to Plemelj-Smithies formulas on infinite determinants" @default.
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