# Robert C. Hall

[6] **viXra:1901.0030**
*submitted on 2019-01-03 17:17:16*, (0 unique-IP downloads)

### Comparison of the Theoretical and Empirical Results for the Benford's Law Summation Test Performed on Data that Conforms to a Log Normal Distribution

**Authors:** Robert C. Hall

**Category:** Number Theory

[5] **viXra:1812.0439**
*submitted on 2018-12-27 18:34:37*, (6 unique-IP downloads)

### Proof that as the Standard Deviation of a Log Normal Distribution Approaches Zero the Distribution Becomes a Normal Distribution

**Authors:** Robert C. Hall

**Category:** Number Theory

[4] **viXra:1811.0288**
*submitted on 2018-11-18 11:45:11*, (21 unique-IP downloads)

### Proof that a Data Set that Conforms to Benford's Law is not Always Sum Invariant with Respect to the First Digits

**Authors:** Robert C. Hall

**Category:** Number Theory

[3] **viXra:1809.0158**
*submitted on 2018-09-07 14:10:16*, (40 unique-IP downloads)

### Why the Summation Test Results in a Benford, and not a Uniform Distribution, for Data that Conforms to a Log Normal Distribution

**Authors:** Robert C. Hall

**Category:** Number Theory

[2] **viXra:1710.0129**
*submitted on 2017-10-11 11:54:50*, (54 unique-IP downloads)

### Statistical Relationships Involving Benford's Law, the Lognormal Distribution, and the Summation Theorem

**Authors:** Robert C. Hall

**Category:** Number Theory

[1] **viXra:1710.0038**
*submitted on 2017-10-03 16:37:46*, (38 unique-IP downloads)