When combined with the rich theory of latin k-cubes, this connection yields new results about independent random variables, which generalize and extend other ...

Sep 28, 1993 · Abstract. The subject of latin squares is about 200 years old, and it abounds with many solved and unsolved problems.

A connection between random variables and Latin k-cubes · Contents. Discrete Mathematics. Volume 146, Issue 1-3 · PREVIOUS ARTICLE. A family of symmetric designs.

When combined with the rich theory of latin k-cubes, this connection yields new results about independent random variables, which generalize and extend other ...

When combined with the rich theory of latin k-cubes, this connection yields new results about independent random variables, which generalize and extend other ...

Fingerprint. Dive into the research topics of 'A connection between random variables and latin k-cubes'. Together they form a unique fingerprint.

A Latin K-cube A of order n is a k-dimensional array where. runs through the ... A connection between random variables and latin k-cubes. Discrete ...

It deals with method modifications and implementation of statistical correlation among random variables based on the optimisation of the sequence of particular.

Dec 7, 2021 · Each row in the LHS matrix corresponds to a different replicate, ensuring that the parameter values are sampled uniformly across their ranges.