Showing 1 - 20 of 656

1

Falling Operators with Their Connections with the Degenerate Poisson Appell Polynomials: Falling operators with their connections with the degenerate Poisson Appell polynomials
Riahi, Anis ; Rhaima, Mohamed ; Ghoudi, Hamza
Complex Analysis and Operator Theory. 19

Probabilistic potential... degenerate falling opera... Appell polynomials Real polynomials: analyt... Orthogonal functions and... Mittag-Leffler functions...
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2

Salem numbers with minimal trace
Chen, Qiong ; Wu, Qiang
Mathematics of Computation. 92:1779-1790

PV-numbers and generaliz... other special algebraic... Mahler measure Salem number integer transfinite diam... explicit auxiliary funct...
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3

THE ABSOLUTE -MEASURE OF TOTALLY POSITIVE ALGEBRAIC INTEGERS: The absolute \(S_k\)-measure of totally positive algebraic integers
CONG WANG ; XIAOJUAN PANG ; QIANG WU
Bulletin of the Australian Mathematical Society. 107:239-249

PV-numbers and generaliz... other special algebraic... Mahler measure \(S_k\)-measure explicit auxiliary funct... LLL algorithm
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4

Sur l'irréductibilité d'une classe des polynômes. I
Györy, K.
Publicationes Mathematicae Debrecen. 18:289-307

Polynomials in real and... 0102 computer and inform... 0101 mathematics 01 natural sciences Polynomials in general f... Polynomials in number th...
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5

On polynomials with integer coefficients and given discriminant. IV
Györy, K.
Publicationes Mathematicae Debrecen. 25:155-167

0101 mathematics 01 natural sciences Polynomials (irreducibil... Polynomials in number th... Discriminant of Polynomi...
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6

On the relations between the zeros of a polynomial and its Mahler measure
Ounaïes, Myriam ; Rhin, Georges ; Sac-Epee, Jean-Marc ; et al.
Journal of Number Theory. 224:165-190

Mathematics - Number The... Polynomials in real and... 01 natural sciences estimation of the zeros Integer polynomials PV-numbers and generaliz...
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7

Upper bounds for the usual measures of totally positive algebraic integers with house less than 5.8
V. Flammang
Mathematics of Computation. 90:379-388

explicit auxiliary funct... PV-numbers and generaliz... other special algebraic... Mahler measure absolute trace Algebraic number theory...
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8

An analog to the Schur-Siegel-Smyth trace problem
V. Flammang
Mathematics of Computation. 89:2387-2398

explicit auxiliary funct... PV-numbers and generaliz... other special algebraic... Mahler measure Schur-Siegel-Smyth trace... absolute trace
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9

The absolute trace of totally positive algebraic integers
V. Flammang ; Flammang, Valérie
International Journal of Number Theory. 15:173-181

recursive algorithm PV-numbers and generaliz... other special algebraic... Mahler measure Totally real fields Algebraic number theory...
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10

On the smallest houses of reciprocal algebraic integers
Qiang Wu ; Zhuo Zhang
Journal of Number Theory. 177:170-180

PV-numbers and generaliz... other special algebraic... Mahler measure integer transfinite diam... explicit auxiliary funct... reciprocal
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11

The absolute trace of totally positive reciprocal algebraic integers
Qiang Wu ; Xiaoqian Dong
Journal of Number Theory. 170:66-74

explicit auxiliary funct... absolute trace Algebraic number theory... 0101 mathematics totally positive recipro... 01 natural sciences
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12

RETRACTED: A generalization of the Schur–Siegel–Smyth trace problem: Retracted: A generalization of the Schur-Siegel-Smyth trace problem
George Shakan ; Kyle Pratt ; Alexandru Zaharescu
Journal of Mathematical Analysis and Applications. 436:489-500

minimal polynomial polynomials with all roo... Schur-Siegel-Smyth trace... totally positive numbers trace 0101 mathematics
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13

The S-measure for algebraic integers having all their conjugates in a sector
Flammang, Valérie ; Flammang, Valérie
Rocky Mountain J. Math. 50, no. 6 (2020), 2035-2045
Rocky Mountain J. Math. 50, no. 4 (2020), 1313-1321

recursive algorithm algebraic integers Algebraic number theory... measure [MATH] Mathematics [math... 01 natural sciences
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14

A Salem number with degree 34 and trace −3: A salem number with degree 34 and trace -3
El Otmani, S ; Rhin, G ; Sac-Epee, Jean-Marc ; et al.
Journal of Number Theory. 150:21-25

12D10 Polynomials in real and... 11R09 Polynomials totally positive algebra... 01 natural sciences
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15

A Lower Bound on the Complexity of Polynomial Multiplication over Finite Fields: A lower bound on the complexity of polynomial multiplication over finite fields
Michael Kaminski
Lecture Notes in Computer Science ISBN: 9783540249986

polynomial multiplicatio... 4. Education 0102 computer and inform... 02 engineering and techn... Symbolic computation and... 01 natural sciences
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16

Totally positive polynomials with small length
Flammang, V. ; Sac-Epee, Jean-Marc ; Sac-Epee, Jean-Marc

length of polynomials Linear programming auxiliary functions Polynomials in number th... [MATH.MATH-NT] Mathemati...
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17

Arithmetic Circuits and Polynomial Replacement Systems: Arithmetic circuits and polynomial replacement systems
Heribert Vollmer ; Klaus W. Wagner ; Pierre McKenzie
Lecture Notes in Computer Science ISBN: 9783540414131

computational complexity arithmetic circuit counting classes Computational difficulty... 0102 computer and inform... Models of computation (T...
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18

The measure of totally positive algebraic integers
Quanwu Mu ; Qiang Wu
Journal of Number Theory. 133:12-19

PV-numbers and generaliz... other special algebraic... Mahler measure Algebra and Number Theor... explicit auxiliary funct... LLL algorithm
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19

THE TRACE PROBLEM FOR TOTALLY POSITIVE ALGEBRAIC INTEGERS: The trace problem for totally positive algebraic integers
Yanhua Liang ; Qiang Wu
Journal of the Australian Mathematical Society. 90:341-354

PV-numbers and generaliz... other special algebraic... Mahler measure Normal numbers, radix ex... Salem number explicit auxiliary funct...
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20

The smallest Perron numbers
Qiang Wu
Mathematics of Computation. 79:2387-2394

PV-numbers and generaliz... other special algebraic... Mahler measure transfinite diameter Algebraic number theory... 0101 mathematics
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