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Almost sure bounds for a weighted Steinhaus random multiplicative function

• Authors : Hardy, Seth

Subjects: Mathematics - Number Theory; 11K65 (Primary)

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Sign changes of the partial sums of a random multiplicative function II

• Authors : Aymone, Marco

Subjects: Mathematics - Number Theory; Mathematics - Probability

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On a sum of a multiplicative function linked to the divisor function over the set of integers B-multiple of 5

• Authors : Bouderbala, Mihoub

Subjects: Mathematics - Number Theory; 11A25, 11N37

• Source: Communications in Mathematics, Volume 31 (2023), Issue 1 (December 22, 2022) cm:10467

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Asymptotic formula for the multiplicative function $\frac{d(n)}{k^{\omega(n)}}$

• Authors : Karras, Meselem

Subjects: Mathematics - Number Theory

• Source: Communications in Mathematics, Volume 31 (2023), Issue 1 (October 18, 2022) cm:10104

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The Multiplicative Function of Expectancy and Value in Predicting Engineering Students' Choice, Persistence, and Performance

• Authors : Lee, You-kyung (ORCID 0000-0001-5032-0983); Freer, Emily; Robinson, Kristy A.

Subjects: Academic Persistence; Self Efficacy; Student Attitudes

• Source: Journal of Engineering Education. Jul 2022 111(3):531-553.23

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Sign changes of the partial sums of a random multiplicative function

• Authors : Aymone, Marco; Heap, Winston; Zhao, Jing

Subjects: Mathematics - Number Theory; Mathematics - Probability

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Sign changes of the partial sums of a random multiplicative function.

• Authors : Aymone, Marco¹ (AUTHOR) ; Heap, Winston² (AUTHOR); Zhao, Jing³ (AUTHOR)

• Source: Bulletin of the London Mathematical Society. Feb2023, Vol. 55 Issue 1, p78-89. 12p.

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Gender differences in aggression: A multiplicative function of outward anger expression.

• Authors : Kim, Dahyeon¹ (AUTHOR) ; Liu, Qimin^1,2 (AUTHOR); Quartana, Phillip J.³ (AUTHOR)

• Source: Aggressive Behavior. Jul2022, Vol. 48 Issue 4, p393-401. 9p. 1 Chart, 1 Graph.

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The multiplicative function of expectancy and value in predicting engineering students' choice, persistence, and performance.

• Authors : Lee, You‐kyung¹ (AUTHOR) ; Freer, Emily² (AUTHOR) ; Robinson, Kristy A.³ (AUTHOR)

• Source: Journal of Engineering Education. Jul2022, Vol. 111 Issue 3, p531-553. 23p.

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When does the Bombieri-Vinogradov Theorem hold for a given multiplicative function?

• Authors : Granville, Andrew; Shao, Xuancheng

Subjects: Mathematics - Number Theory; 11N56

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