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A FUNDAMENTAL BUT UNEXPLOITED PARTITION INVARIANT (Number Theory and its Applications)
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Partitions of Positive Integers: An Elementary Topic of Number Theory
The author presents some interesting aspects of number theory and graphing that should be appealing to students.
Gerald E. Lenz
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The Bohr–Kalckar correspondence principle and a new construction of partitions in number theory
The author attempts to change and supplement the standard scheme of partitions of integers in number theory to make it completely concur with the Bohr–Kalckar correspondence principle. In order to make the analogy between the the atomic nucleus and the theory of partitions of natural numbers more complete, to the notion of defect of mass author assigns
V. P. Maslov
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Russian Mathematical Surveys, 1997
Many problems of mathematics and statistical physics have their natural counterparts in the theory of multiplicative statistics of partitions of natural numbers and vectors. Such an equivalent representation is quite useful; it reduces the study of the limiting behaviour of certain characteristics of physical and mathematical systems to the ...
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Many problems of mathematics and statistical physics have their natural counterparts in the theory of multiplicative statistics of partitions of natural numbers and vectors. Such an equivalent representation is quite useful; it reduces the study of the limiting behaviour of certain characteristics of physical and mathematical systems to the ...
openaire +2 more sources