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On Zudilin's q-question about Schmidt's problem
Schmidt’s problem q-binomial coefficients q-Pfaff-Saalschutz identity
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2012/4/17
For any integer $r\geqslant 2$, using the $q$-Pfaff-Saalsch\"utz identity, we prove that there exists a (unique) sequence of Laurent polynomials $\{b^{(r)}_k(q)\}_{k=0}^\infty$ in $q$ with nonnegative...
A hypothetical answer to the question of when a sufficiently large number of elements confirm that the set is infinite
elements confirm the set is infinite
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2010/11/23
We present a conjecture on integer arithmetic which implies that there is an algorithm that for each recursively enumerable set M \subseteq \mathbb{N} given by a Diophantine representation computes a...
On a question by Corson about point-finite coverings
coverings of Banach spaces point- nite coverings tilings
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2010/12/10
We answer in the armative the following question raised by H. H. Corson in 1961: " Is it possible to cover every Banach space X by bounded convex sets with nonempty interior in such a way that no poi...
Three remarks on a question of Aczél
question of Aczél
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2010/11/26
Three remarks on a question of Aczél.
On an Open Question Regarding an Integral Inequality
Integral inequalitiy AG inequality
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2008/6/30
In the paper "Notes on an integral inequality" published in J. Inequal. Pure & Appl. Math., 7(4) (2006), Art. 120, an open question was posed. In this short paper, we give the solution and we generali...
On a Question of Milman and Alesker Concerning the Monotonicity of a Domain Functional
Moment of inertia Convex set
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2008/6/27
On a Question of Milman and Alesker Concerning the Monotonicity of a Domain Functional。
Estimation of sensitive multi-characters using unknown value of unrelated question
Total estimation RRT Sensitive Multi-characteristics
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2010/9/15
The confidence of the respondent to answer sensitive questions is more,if one of the two questions belongs to non-sensitive attribute unrelated to sensitive characteristics Greenberg et al.[2]. Seeing...
Some Results Related to a Question of Hinkkanen
meromorphic functions uniqueness sharing values
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2007/12/11
In this paper, we prove several results concerning meromorphic functions $f$ and $g$ of hyper-order less than one such that $f^{(j)}$ and $g^{(j)}$ have the same zeros and poles for $j = 0, 1, 2.$ We ...