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- Elementary Number Theory in Nine Chapters
- Partitions, Tableaux, Permutations, Oh My!
- 1 Fundamentals
- Number Partitions
- The Pentagonal Number Theorem and Modular Forms
- Supplemental Notes for Number Theory
- 2 = 8Y2 ± 4 V. Siva Rama Prasad and B. Srinivasa Rao Dept
- New Recurrences for Euler's Partition Function
- Pentagonal Numbers (Handout May, 2016)
- Polygonal Numbers and Finite Calculus
- Number Sense Tricks
- (2019) Euler-Type Recurrence Relation for Arbitrary
- Workshop 'Figured Algebra' (KUPM 2018) a B B a a B B A
- Arxiv:Math/0510054V2 [Math.HO] 17 Aug 2006 (1) Th Is Theorem Number Have Pentagonal We T the Works and Theorem
- Number 31 Is a Centered Pentagonal Number As You Can See in the Diagram Above
- When Are Multiples of Polygonal Numbers Again Polygonal Numbers?
- Marketing Fragment 6 X 10.Long.T65
- When Are Multiples of Polygonal Numbers Again Polygonal Numbers?
- The Pentagonal Number Theorem and All That
- Short Addition Sequences for Theta Functions Arxiv:1608.06810V2
- New Topics for Junior High Mathematics (2006) 1
- Music of the Primes in Search of Order
- The Pentagonal Numbers Meet the Choose-4 Numbers
- Arithmetic of Pentagonal Numbers Rodney T
- Figurative Numbers
- Pythagorean Triangle and Special Pyramidal Numbers
- Twenty-Two Is a Very Interesting Number
- Chips, Chopsticks, and Polygonal Numbers to Foster Algebraic Thinking
- An Introduction to Polygonal Numbers, Their Patterns, and Relationship to Pascal's Triangle
- Chuanan Wei1 Department of Information Technology, Hainan Medical College, Haikou, China [email protected]
- Generalizing Euler's Pentagonal Number Theorem to Multipartitions
- Euler's Pentagonal Number Theorem Author(S): George E
- Pell and Pell–Lucas Numbers with Applications
- Number Theory Integer Types by Michael Carter Carl Friedrich Gauss
- On the Reciprocal of the Binary Generating Function for the Sum of Divisors Joshua N
- Math 341: Number Theory Section 2.1: Polygonal Numbers