Results 181 to 190 of about 99,508 (238)

A Combinatorics Course with One Goal: Authentic Mathematical Inquiry

PRIMUS, 2016
AbstractThis article shares an example of a course in Combinatorics, taught at Adelphi University in Fall 2012, designed with a primary goal of engaging students in pursuing mathematics as mathematicians do. The course went beyond usual applications of inquiry-based learning in that students were also charged with the responsibility of posing the ...
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Combinatorics in Vedic Mathematics

La Sallianum Ars et Scientia, 2020
This paper draws inspiration from the seminal work and great book of Bharati Krishna Tirthaji and the preceding contributions and significant contributions of Kenneth Williams, Swati Dave, Marianne Fletcher, James Glover, Veronica Prudente, Virgillo Prudente and Gowri Ramachandran.
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An Analysis of Statements of the Multiplication Principle in Combinatorics, Discrete, and Finite Mathematics Textbooks

International Journal of Research in Undergraduate Mathematics Education, 2016
The multiplication principle serves as a cornerstone in enumerative combinatorics. The principle underpins many basic counting formulas and provides students with a critical element of combinatorial justification. Given its importance, the way in which it is presented in textbooks is surprisingly varied. In this paper, we analyze a number of university
John S. Caughman, Zackery Reed, Elise Lockwood   +2 more
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Relations between Combinatorics and Other Parts of Mathematics

1979
Brings into focus interconnections between combinatorics on the one hand and geometry, group theory, number theory, special functions, lattice packings, logic, topological embeddings, games, experimental dsigns, and sociological and biological applications on the other hand.
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APPLICATION OF COMBINATORICS IN DISCRETE MATHEMATICS AND ALGORITHMS

Combinatorics, as a branch of discrete mathematics, studies combinatorial structures and methods of their analysis. Its core tools, such as permutations, combinations, and placements, play a key role in various fields, including algorithms, optimization, cryptography, and graph theory. In this article, we will look at how combinatorics is used to solve
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Combinatorics, Second Edition

2017
Combinatorics, Second Edition is a well-rounded, general introduction to the subjects of enumerative, bijective, and algebraic combinatorics. The textbook emphasizes bijective proofs, which provide elegant solutions to counting problems by setting up one-to-one correspondences between two sets of combinatorial objects.
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Integrated Portable Shrimp-Freshness Prediction Platform Based on Ice-Templated Metal–Organic Framework Colorimetric Combinatorics and Deep Convolutional Neural Networks

ACS Sustainable Chemistry and Engineering, 2021
Zi Teng, Yaguang Luo, Cheng Gong
exaly  

Symmetry, Combinatorics, Artificial Intelligence, Music and Spectroscopy

Symmetry, 2021
Krishnan Balasubramanian
exaly  

Portable Food‐Freshness Prediction Platform Based on Colorimetric Barcode Combinatorics and Deep Convolutional Neural Networks

Advanced Materials, 2020
Ting Wang, Jianwu Wang, Ming Wang
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Liquid Metal Combinatorics toward Materials Discovery

Advanced Materials, 2023
Wei Rao
exaly