Showing 1 - 20 of 80

1

Kepler sets of second-order linear recurrence sequences over Qp: Kepler sets of second-order linear recurrence sequences over \(Q_p\)
Rishi Kumar
International Journal of Number Theory. 21:75-112

linear recurrence sequen... monothetic groups \(p\)-adic Möbius transf... \(p\)-adic numbers Arithmetic and non-Archi... Continuous, \(p\)-adic a...
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2

Large null sets in metric spaces
Robert F. Tichy ; Ladislav Mišík
Journal of Mathematical Analysis and Applications. 305:424-437

Applied Mathematics Hausdorff dimension Set functions and measur... Compact (locally compact... 01 natural sciences Baire category
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3

On approximation of p-adic numbers by p-adic algebraic numbers: On approximation of \(p\)-adic numbers by \(p\)-adic algebraic numbers
Beresnevich, V. ; Bernik, V. ; Kovalevskaya, E.
Journal of Number Theory. 111:33-56

Metric theory of Diophan... metric Diophantine appro... Mathematics - Number The... Approximation in non-Arc... Diophantine approximatio... 11J83, 11K60
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4

Metric properties for p-adic Oppenheim series expansions: Metric properties for \(p\)-adic Oppenheim series expansions
Jun Wu
Acta Arithmetica. 112:247-261

Continuous, \(p\)-adic a... Metric theory of other a... measure and Hausdorff di... 0101 mathematics 01 natural sciences
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5

Equidistribution of Kronecker sequences along closed horocycles
Marklof, J ; Strömbergsson, A
Geometric And Functional Analysis. 13:1239-1280

Mathematics - Number The... Dynamical systems of geo... horocycles 01 natural sciences Mathematics - Spectral T... equidistribution
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6

Dense Dirac combs in Euclidean space with pure point diffraction: Dense Dirac combs in Euclidean space with pure point diffraction.
Christoph Richard
Journal of Mathematical Physics. 44:4436-4449

Continuous, \(p\)-adic a... 82B20 0103 physical sciences 78A45 FOS: Physical sciences Mathematical Physics (ma...
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7

Arithmetic and metric properties of $p$-adic Engel series expansions: Arithmetic and metric properties of \(p\)-adic Engel series expansions
Grabner, P. J. ; Knopfmacher, A.
Publicationes Mathematicae Debrecen. 63:363-377

\(p\)-adic numbers Continuous, \(p\)-adic a... Engel series Metric theory of other a... measure and Hausdorff di... metric properties
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8

On Diophantine Approximations of Dependent Quantities in the p-adic Case: On Diophantine approximations of dependent quantities in the \(p\)-adic case
Ella Kovalevskaya ; Victor Beresnevich
Mathematical Notes. 73:21-35

Haar measure Approximation in non-Arc... Continuous, \(p\)-adic a... Diophantine approximatio... 0103 physical sciences Metric theory
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9

on diophantine approximations of dependent quantities in the p adic case: On Diophantine approximations of dependent quantities in the \(p\)-adic case
Ella Kovalevskaya ; Victor Beresnevich
Mathematical Notes. 73(1):21-35

Haar measure Approximation in non-Arc... Continuous, \(p\)-adic a... Diophantine approximatio... Metric theory plane curve
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10

Partial Densities on Locally Compact Abelian Groups and Uniformly Distributed Sequences: Partial densities on locally compact Abelian groups and uniformly distributed sequences
Niederreiter, H. ; Sookoo, N. ; MATHEMATICS
Monatshefte f?r Mathematik. 136:243-247

Partial density Continuous, \(p\)-adic a... 8. Economic growth Locally compact abelian... Set functions and measur... 15. Life on land
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11

A Constructive Finite Field Method for Scattering Points on the Surface of $d$-Dimensional Spheres: A constructive finite field method for scattering points on the surface of \(d\)-dimensional spheres
Bajnok, B. ; Damelin, S. B. ; Li, Jenny X. ; et al.
Computing. 68(2):97-109

Mathematics - Number The... Irregularities of distri... Continuous, \(p\)-adic a... Finite fields and commut... FOS: Mathematics Number Theory (math.NT)
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12

PROBABILISTIC PROOF OF LIMIT THEOREMS IN NUMBER THEORY BY MEANS OF ADELES: Probabilistic proof of limit theorems in number theory by means of adeles.
Hiroshi Sugita ; Hisayoshi Kubota
Kyushu Journal of Mathematics. 56:391-404

0301 basic medicine 03 medical and health sc... Arithmetic functions in... Continuous, \(p\)-adic a... Arithmetic functions related numbers
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13

Walsh Series Analysis of the L 2 -Discrepancyof Symmetrisized Point Sets: Walsh series analysis of the \(L_2\)-discrepancy of symmetrized point sets
Friedrich Pillichshammer ; Gerhard Larcher
Monatshefte f�r Mathematik. 132:1-18

Fourier series in specia... Continuous, \(p\)-adic a... 0202 electrical engineer... 02 engineering and techn... 0101 mathematics 01 natural sciences
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14

Automata, algebraicity and distribution of sequences of powers: Automata, algebraicity and distribution of sequences of powers.
Jean-Marc Deshouillers ; Tadahiro Koyanagi ; Jean-Paul Allouche ; et al.
Annales de l’institut Fourier. 51:687-705

Automata sequences Combinatorics on words Continuous, \(p\)-adic a... automatic sequences distribution of powers 0102 computer and inform...
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15

Uniform distribution on the four-dimensional torus. II: Uniform distribution on the four-dimensional torus. II.
Misevičius, Gintautas
Lietuvos Matematikos Rinkinys, Vol 40, Iss spec. (2000)
Lietuvos Matematikos Rinkinys, Vol 41, Iss spec. (2001)
Lietuvos matematikos rinkinys., Vilnius : Vilniaus universiteto leidykla, 2000, t. 40, spec. nr., p. 68-75.
Lietuvos matematikos rinkinys, 2001, t. 41, spec. Nr, p. 106-112.

Continuous, \(p\)-adic a... QA1-939 Relations of ergodic the... General theory of distri... Mathematics
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16

Discrepancy of point sequences on fractal sets
Albrecher, Hansjörg ; Matoušek, Jiří ; Tichy, Robert F.
Publicationes Mathematicae Debrecen. 56:233-249

Probability measures on... Irregularities of distri... Continuous, \(p\)-adic a... fractals halfspaces discrepancy
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17

Quantum field theory for discrepancies II: 1/N corrections using fermions: Quantum field theory for discrepancies. II: \(1/N\) corrections using fermions
Costas G. Papadopoulos ; André van Hameren ; Ronald Kleiss
Nuclear Physics B. 558:604-620

High Energy Physics - Th... High Energy Physics - Ph... High Energy Physics - Ph... High Energy Physics - Th... Continuous, \(p\)-adic a... Quantum field theory
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18

Distribution preserving transformations of sequences on compact metric spaces
Reinhard Winkler
Indagationes Mathematicae. 10:459-471

Mathematics(all) Borel measures Continuous, \(p\)-adic a... Special maps on topologi... Metric spaces, metrizabi... distribution of sequence...
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19

Quantum field theory for discrepancies
Ronald Kleiss ; A. van Hameren
Nuclear Physics B. 529:737-762

High Energy Physics - Th... Quantum field theory related classical field... Probability (math.PR) Miscellaneous applicatio... FOS: Physical sciences
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20

Distribution preserving sequences of maps and almost constant sequences on finite sets
Winkler, Reinhard
Monatshefte f�r Mathematik. 126:161-174

510.mathematics Continuous, \(p\)-adic a... 4. Education distribution preserving... Density, gaps, topology index sequences
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