ON TWO PROBLEMS OF HARDY AND MAHLER

However, it is useful to practice Darboux sums.... However, it is useful

Les nombres super ` 0 -champions sont définis en remplaçant dans la défi- nition des nombres super `-champions la fonction ` par ` 0 , notamment dans (1.7).. Au paragraphe 2,

A compact G-space is called a G-boundary in the sense of Furstenberg ([F1, F2]) if X is minimal and strongly proximal, or equivalently if X is the unique minimal G-invariant

Chen, Wang and Zhang generalise and improve the results of Yu [16], by con- sidering the problem of uniqueness of f and (f n ) (k) , when they share a small function and proved

In this paper, we introduce a new general iterative process for approximating a common fixed point of a semigroup of nonexpansive mappings, with respect to strongly left

For finite Weyl groups, nice conjugacy classes play an important role in the study of Deligne-Lusztig varieties and representations of finite groups of Lie type.. Property (1) is a

The proof of the following theorem follows from a similar (but easier) argument as in the Ginzburg-Rallis model case ([Wana], [Wanb], [Wan17]), we will skip it here.. In fact, the

We claim that any nonzero prime idea p of R has an irreducible element : Suppose the claim is not true... ¯ The converse