The data in this article are as a result of a quest to uncover alter-native research routes of deepening researchers’understanding ofintegers apart from the traditional number theory approach.Hence, the article contains the statistical properties of the digitssum of thefirst 3000 squared positive integers. The data describesthe various statistical tools applied to reveal different statisticaland random nature of the digits sum of thefirst 3000 squaredpositive integers. Digits sum here implies the sum of all the digitsthat make up the individual intege
In this study, we consider a 9x9 post-filled Sudoku puzzle as an example of a three factorial design...
Benford's Law describes the prevalence of small numbers as the leading digits of numbers in many set...
This chapter presents a simple introduction to some of the uses of numbers in education research, il...
Objectives: To establish some properties of sequence of numbers generated by summing the digits of t...
Having established some properties of sequences generated by summing the digits of squared positive ...
The new discovery of squaring number can be use in getting a square of any number be it positive int...
In this paper, we will see that the proportion of d as p^th digit, where p>1 and d in [[0,9]], in...
Decision making under uncertainty has been investigated by looking for regularities due to the appli...
This thesis contains results about the distribution of integers with prescribed arithmetic structure...
This chapter presents a simple introduction to some of the uses of numbers in education research, il...
A long-standing conjecture states that every positive integer greater than 454 is a sum of at most s...
The Online Encyclopedia of Integer Sequences (OEIS) is a catalog of integer sequences. We are partic...
Many distributions for first digits of integer sequences are not Benford. A simple method to derive ...
AbstractThis paper begins with the statistics of the decimal digits of n/d with (n,d)∈N2 randomly ch...
NOTE: This is an interactive visualization. Benford’s law is about a frequency distribution of nu...
In this study, we consider a 9x9 post-filled Sudoku puzzle as an example of a three factorial design...
Benford's Law describes the prevalence of small numbers as the leading digits of numbers in many set...
This chapter presents a simple introduction to some of the uses of numbers in education research, il...
Objectives: To establish some properties of sequence of numbers generated by summing the digits of t...
Having established some properties of sequences generated by summing the digits of squared positive ...
The new discovery of squaring number can be use in getting a square of any number be it positive int...
In this paper, we will see that the proportion of d as p^th digit, where p>1 and d in [[0,9]], in...
Decision making under uncertainty has been investigated by looking for regularities due to the appli...
This thesis contains results about the distribution of integers with prescribed arithmetic structure...
This chapter presents a simple introduction to some of the uses of numbers in education research, il...
A long-standing conjecture states that every positive integer greater than 454 is a sum of at most s...
The Online Encyclopedia of Integer Sequences (OEIS) is a catalog of integer sequences. We are partic...
Many distributions for first digits of integer sequences are not Benford. A simple method to derive ...
AbstractThis paper begins with the statistics of the decimal digits of n/d with (n,d)∈N2 randomly ch...
NOTE: This is an interactive visualization. Benford’s law is about a frequency distribution of nu...
In this study, we consider a 9x9 post-filled Sudoku puzzle as an example of a three factorial design...
Benford's Law describes the prevalence of small numbers as the leading digits of numbers in many set...
This chapter presents a simple introduction to some of the uses of numbers in education research, il...