activity
20072026
most citedJacob's ladders and the multiplicative asymptotic formula for short and microscopic parts of the Hardy-Littlewood integral

17 citations · 54 across the 35 of their papers we have counts for

collaborators
Showing 2009Show all

2 papers · 1 filter

math.CA2009★ 15 cited

Jacob's ladders and the quantization of the Hardy-Littlewood integral

Jan Moser

We use Jacob's ladders to solve the fine problem how to divide of the Hardy-Littlewood integral to equal parts, for example of magnitude (the numerical value…

math.CA2009★ 17 cited

Jacob's ladders and the multiplicative asymptotic formula for short and microscopic parts of the Hardy-Littlewood integral

Jan Moser

The elementary geometric properties of Jacob's ladders lead to a class of new asymptotic formulae for short and microscopic parts of the Hardy-Littlewood integral. This class of as…