AbstractGeneralizing a result of Weyl, we give some sufficient conditions for a real sequence (an) to satisfy the relation limN → ∞ 1N ∑n-1N elyan=0 for almost every y ∈ R
AbstractIf (xn) is a monotone sequence of reals that is uniformly distributed mod 1, then it is show...
We study the Fourier restriction phenomenon in settings where there is no underlying proper smooth ...
In this thesis, we study the theory of uniform distribution of sequences of real numbers. We first g...
AbstractGeneralizing a result of Weyl, we give some sufficient conditions for a real sequence (an) t...
Master of ScienceDepartment of MathematicsCraig SpencerThis report is an exploration into the basics...
AbstractWe give a general result true for locally compact groups which in the special case of the in...
AbstractLet {xn} be a sequence of real numbers and let a(n) be a sequence of positive real numbers, ...
AbstractLet f be a complex-valued Riemann-integrable function defined on the interval [0, 1] and van...
AbstractLet a = (aii=1∞ be a strictly increasing sequence of natural numbers and let A be a space of...
2018-07-26Ever since the Weyl criterion was introduced, many mathematicians tried to answer the ques...
<p>A seminal theorem due to Weyl [14] states that if (<em>a<sub>n</sub> </em>) is any sequence of di...
AbstractIn this paper we study in the context of compact totally disconnected groups the relationshi...
The Weyl criterion for uniform distribution of a sequence has an especially simple form in compact a...
We formulate and prove two generalizations of Weyl's classical equidistribution theorem: The first t...
AbstractPrinciples of equicontinuity and uniform boundedness for group-valued mappings, patterned on...
AbstractIf (xn) is a monotone sequence of reals that is uniformly distributed mod 1, then it is show...
We study the Fourier restriction phenomenon in settings where there is no underlying proper smooth ...
In this thesis, we study the theory of uniform distribution of sequences of real numbers. We first g...
AbstractGeneralizing a result of Weyl, we give some sufficient conditions for a real sequence (an) t...
Master of ScienceDepartment of MathematicsCraig SpencerThis report is an exploration into the basics...
AbstractWe give a general result true for locally compact groups which in the special case of the in...
AbstractLet {xn} be a sequence of real numbers and let a(n) be a sequence of positive real numbers, ...
AbstractLet f be a complex-valued Riemann-integrable function defined on the interval [0, 1] and van...
AbstractLet a = (aii=1∞ be a strictly increasing sequence of natural numbers and let A be a space of...
2018-07-26Ever since the Weyl criterion was introduced, many mathematicians tried to answer the ques...
<p>A seminal theorem due to Weyl [14] states that if (<em>a<sub>n</sub> </em>) is any sequence of di...
AbstractIn this paper we study in the context of compact totally disconnected groups the relationshi...
The Weyl criterion for uniform distribution of a sequence has an especially simple form in compact a...
We formulate and prove two generalizations of Weyl's classical equidistribution theorem: The first t...
AbstractPrinciples of equicontinuity and uniform boundedness for group-valued mappings, patterned on...
AbstractIf (xn) is a monotone sequence of reals that is uniformly distributed mod 1, then it is show...
We study the Fourier restriction phenomenon in settings where there is no underlying proper smooth ...
In this thesis, we study the theory of uniform distribution of sequences of real numbers. We first g...
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