Suggestions(5)
Exact(2)
October 5, 1781 Prague, Czechoslovakia December 18 , 1848Prague, Czechoslovakia Bernhard Bolzano, (born Oct. 5, 1781, Prague, Bohemia, Austrian Habsburg domain [now in Czech Republic] died Dec. 18, 1848, Prague) Bohemian mathematician and theologian who provided a more detailed proof for the binomial theorem in 1816 and suggested the means of distinguishing between finite and infinite classes.
We present a more detailed proof.
Similar(58)
A more detailed account, including proofs of the results below, is planned for a separate paper.
end{aligned} Here is another lemma (see [3] for a detailed proof and for more details on fractional calculus).
For a detailed proof and more examples, see [[24], Examples 1-5].
This paper extends our previous work presented in [8], with a more detailed system description, an additional proof of concept implementation, more extensive overhead evaluation, and further comparison with existing systems.
For a more detailed introduction, complete with theorems, proofs and examples, the reader can consult the books and articles in the Bibliography.
A more detailed description of the method together with the proof of its exact zero-error localization property can be found in Pascual-Marqui [26].
We start with the proof of Property 1, in a slightly more detailed version.
Proof or refutation of recent introgression will require much more detailed DNA sequence analysis.
For a more detailed account of Poincaré's position, and a brief account of the Cauchy proof, see Hallett 2010b: 109 112, and the further references given there.
More suggestions(14)
more detailed test
more detailed justification
more detailed indication
more further proof
more detailed demonstration
more detailed verification
more solid proof
more detailed testing
more detailed clues
more detailed tests
more detailed evidences
more detailed validation
more direct proof
more definitive proof
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com