In this paper, we define the discrete weighted Lebesgue spaces as generalization of discrete Lebesgue spaces, and have proven sufficient condition for inclusion properties on those spaces. To get the result, we will compare some parameters on discrete weighted Lebesgue spaces. In addition, the weak type of the discrete Lebesgue spaces is discussed.
|Journal||Journal of Physics: Conference Series|
|Publication status||Published - 18 May 2018|
|Event||4th International Seminar of Mathematics, Science and Computer Science Education, MSCEIS 2017 - Bandung, Indonesia|
Duration: 14 Oct 2017 → 14 Oct 2017