ALGEBROIDS AND COMBINATORIAL INTERPRETATIONS

Authors

  • R.A. Zatorskyi Vasyl Stefanyk Precarpathian National University, Ukraine
  • O.V. Makhnei Vasyl Stefanyk Precarpathian National University
  • V.M. Pylypiv Vasyl Stefanyk Precarpathian National University, Ukraine

DOI:

https://doi.org/10.31471/2304-7399-2022-17(64)-58-64

Abstract

The construction of a combinatorial-algebraic structure is considered. This structure is a set of algebraic expressions. The operands of these expressions belong to some multiset M and commutative operations with a given priority belong to some set O.

References

Эндрюс Г. Теория разбиений / Г. Эндрюс. – М.: Наука, 1982. – 256 с.

Cheema M. S. Tables of partitions of Gaussian integers / M. S. Cheema and H. Gupta // National Institute of Sciences of India, Mathematical Tables. – 1956. – Vol. 1. – 67 p.

Gupta H. Tables of Partitions / H. Gupta // Royal Society Mathematical Tables. – 1958. – Vol. 4. – P. 90.

Young A. On quantitative substitutional analysis / A. Young // Proceed-ings of the London Mathematical Society. – 1934. – Vol. s2-36, Issue 1. –P. 304–368.

Knuth D. E. The Art of Computer Programming. Vol. 4A / D. E. Knuth. – Boston: Pearson Education Inc., 2011. – 920 p.

Published

2022-11-22

How to Cite

Zatorskyi, R., Makhnei, O., & Pylypiv, V. (2022). ALGEBROIDS AND COMBINATORIAL INTERPRETATIONS. PRECARPATHIAN BULLETIN OF THE SHEVCHENKO SCIENTIFIC SOCIETY. Number, (17(64), 58–64. https://doi.org/10.31471/2304-7399-2022-17(64)-58-64