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1. Full Text On completely multiplicative automatic sequences
by Li, Shuo
Journal of number theory, ISSN 0022-314X, 08/2020, Volume 213, pp. 388 - 399
Automatic sequence | Completely multiplicative function | Physical Sciences | Mathematics | Science & Technology
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2. Full Text Subword complexity and non-automaticity of certain completely multiplicative functions
by Hu, Yining
Advances in applied mathematics, ISSN 0196-8858, 03/2017, Volume 84, pp. 73 - 81
k-Automatic sequences | Subword complexity | Completely multiplicative functions | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology
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3. Full Text Some relations among multiplicative and q-additive functions
by Kátai, Imre and Phong, Bui Minh
Lithuanian mathematical journal, ISSN 0363-1672, 1/2017, Volume 57, Issue 1, pp. 30 - 37
Ordinary Differential Equations | 11K65 | completely multiplicative | 11N64 | completely additive | Mathematics, general | Probability Theory and Stochastic Processes | Mathematics | Actuarial Sciences | Number Theory | 11N37 | q -additive function | q-additive function | Physical Sciences | Science & Technology | Algebra
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4. Full Text On the multiplicative group generated by (Formula presented.)
by Kátai, I and Phong, B.M
Acta mathematica Hungarica, ISSN 0236-5294, 2014, Volume 145, Issue 1, pp. 80 - 87
completely additive functions | multiplicative group | Physical Sciences | Mathematics | Science & Technology | Algebra
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5. Full Text On the multiplicative group generated by (Formula Presented.)
by Kátai, I and Phong, B.M
Acta mathematica Hungarica, ISSN 0236-5294, 10/2015, Volume 147, Issue 1, pp. 247 - 254
completely additive function | multiplicative group
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6. Full Text A NOTE ON CHARACTERIZING COMPLETELY MULTIPLICATIVE FUNCTIONS USING GENERALIZED MÖBIUS FUNCTIONS
by P. HAUKKANEN and V. SITARAMAIAH
The Rocky Mountain journal of mathematics, ISSN 0035-7596, 1/2012, Volume 42, Issue 4, pp. 1197 - 1206
Integers | Real numbers | Distributivity | Mathematical induction | Number theoretic functions | Mathematical functions | Polynomials | Dirichlet convolution | Generalized Möbius function | Multiplicative and completely multiplicative functions | Rearick's logarithmic operator | Physical Sciences | Mathematics | Science & Technology | generalized Möbius function | distributivity | multiplicative and completely multiplicative functions | 11A25
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7. Full Text Orthogonally additive and multiplicative maps between Figá-Talamanca–Herz algebras
by Wang, Ya-Shu
Journal of mathematical analysis and applications, ISSN 0022-247X, 03/2018, Volume 459, Issue 2, pp. 1222 - 1232
Orthogonally additive | Homogeneous polynomials | Completely bounded maps | Figá-Talamanca–Herz algebras | Zero product preserving | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology
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8. Full Text On the multiplicative group generated by $$\left\{\frac{[\sqrt{2n}]}{n} |\,n \in \mathbb{N}\right\}. {\rm III}$$ [ 2 n ] n | n ∈ N . III
by Kátai, I and Phong, B M
Acta mathematica Hungarica, ISSN 0236-5294, 10/2015, Volume 147, Issue 1, pp. 247 - 254
11K65 | 11N64 | Mathematics, general | Mathematics | 11N37 | completely additive function | multiplicative group
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9. Full Text On the multiplicative group generated by $${\{ \frac{[\sqrt{2}n]}{n} | n \in \mathbb{N} \}}$$ { [ 2 n ] n | n ∈ N }
by Kátai, I and Kátai, I and Phong, B M and Phong, B M
Acta mathematica Hungarica, ISSN 0236-5294, 2/2015, Volume 145, Issue 1, pp. 80 - 87
11K65 | 11N64 | Mathematics, general | Mathematics | 11N37 | completely additive functions | multiplicative group
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10. Full Text Mock characters and the Kronecker symbol
by Allouche, Jean-Paul and Goldmakher, Leo
Journal of number theory, ISSN 0022-314X, 11/2018, Volume 192, pp. 356 - 372
Dirichlet characters | Pretentiousness | Completely multiplicative functions | Automatic sequences | Kronecker symbols | Physical Sciences | Mathematics | Science & Technology
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11. Full Text On completely multiplicative functions whose values are roots of unity
by Phong, Bui Minh
Acta mathematica Hungarica, ISSN 0236-5294, 10/2006, Volume 113, Issue 1, pp. 63 - 71
Mathematics, general | Mathematics | completely multiplicative functions | roots of unity | Roots of unity | Completely multiplicative functions | Physical Sciences | Science & Technology
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12. Full Text On Dirichlet series and functional equations
by Kuznetsov, Alexey
Journal of number theory, ISSN 0022-314X, 11/2017, Volume 180, pp. 498 - 511
Kendall's identity | Functional equation | Completely multiplicative function | Convolution semigroup | Subordinator | Infinite divisibility | L-function | Physical Sciences | Mathematics | Science & Technology
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13. Halász’s theorem for beurling numbers
by Zhang, Wen-Bin
Acta arithmetica, ISSN 0065-1036, 2018, Volume 183, Issue 3, pp. 223 - 235
Halász mean-value theorem | Completely multiplicative function | Beurling generalized numbers | Chebyshev bounds | Liouville’s function | Halász–Wirsing mean-value theorem | Möbius function | Physical Sciences | Mathematics | Science & Technology
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14. Mertens sums requiring fewer values of the Möbius function
by Martin, Huxley and Nigel, Watt
Chebyshevskii Sbornik, ISSN 2226-8383, 2018, Volume 19, Issue 3, pp. 19 - 34
Mertens function | Perron-Frobenius | Eigenvector | Symmetric matrix | Perron's formula | Completely multiplicative function | Eigenvalue | Vaughan's identity | Linnik's identity | Riemann zeta-function | Meissel | Möbius function
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15. Full Text Multiple divisor chains and determinants of matrices associated with completely even functions (mod r)
by Hu, Shuangnian and Hong, Shaofang
Linear & multilinear algebra, ISSN 0308-1087, 09/2014, Volume 62, Issue 9, pp. 1240 - 1257
multiple divisor chains | matrix associated with completely even functions (mod r) | multiplicative function | determinant | Physical Sciences | Mathematics | Science & Technology | Mathematical functions | Integers | Permutations | Determinants | Algebra | Images | Arithmetic
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16. Full Text Completely Multiplicative Automatic Functions
by Schlage-Puchta, Jan-Christoph
Integers (Berlin, Germany), ISSN 1867-0652, 12/2011, Volume 11, Issue 6, pp. 731 - 738
Arithmetic Functions | Automatic Sequences | Completely Multiplicative Sequences
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17. Full Text On the Behavior of a Power Series with Completely Multiplicative Coefficients near the Unit Circle
by Petrushov, O A
Mathematical Notes, ISSN 0001-4346, 5/2018, Volume 103, Issue 5, pp. 797 - 810
completely multiplicative function | power series | Ω-estimates | Mathematics, general | Mathematics | Dirichlet series | Laplace transform | Physical Sciences | Science & Technology | Power series
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18. Full Text Core Function Based Characterizations Of Number Theoretic Functions
by Shonhiwa, Temba
Quaestiones mathematicae, ISSN 1607-3606, 06/2004, Volume 27, Issue 2, pp. 185 - 194
MULTIPLICATIVE | CORE FUNCTION | COMPLETELY MULTIPLICATIVE | Multiplicative | Core function | Completely multiplicative
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19. Full Text On the multiplicative group generated by {2n/nn e N}.II
by Katai, I and Phong, B.M
Acta scientiarum mathematicarum (Szeged), ISSN 0001-6969, 2015, Volume 81, Issue 3-4, pp. 431 - 436
Completely additive functions | Multiplicative group
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20. Algebraic and geometric aspects of integrable systems and random matrices
: AMS Special Session, Algebraic and Geometric Aspects of Integrable Systems and Random Matrices, January 6-7, 2012, Boston, MA
by Dzhamay, Anton, 1970 and Pierce, Virgil U., 1976 and Maruno, Ken'ichi, 1971
2013, Volume 593
Differential equations, Nonlinear | Hamiltonian systems | Painlevé equations
Conference Proceeding
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