Results 31 to 40 of about 1,408,509 (103)
A Generalized Diagonal Wythoff Nim
, 2012 The P-positions of the 2-pile take-away game of Wythoff Nim lie on two beams of slope (sqrt(5)+1)/2 and (sqrt(5)−1)/2 respectively. We study extensions to this game where a player may also remove simultaneously pt tokens from either of the piles and qt ...
Larsson, Urban,
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Introduction: Special volume in honor of Jeffrey Shallit on the occasion of his 60th birthday [PDF]
, 2018 http://math.colgate.edu/~integers/ShallitIntro ...
Rampersad, Narad
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Coded Modulation Based On Rings Of Integers Modulo-q Part 2: Convolutional Codes
, 2015 The authors aim to present a coded modulation method based on multilevel convolutional codes defined over finite rings of integers. A previously developed theory is applied to multi-level convolutional codes.
Farrell P.G., Baldini R.
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Szasz and Phillips Operators Based on q-Integers [PDF]
, 2011 Doctor of Philosophy in Applied Mathematics and Computer Science. Thesis (Ph.D.)--Eastern Mediterranean University, Faculty of Arts and Sciences, Dept. of Mathematics, 2011. Supervisor: Prof. Dr.
Kaffaoğlu, Havva
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Approximation properties of real and complex post-Widder operators based on q-integers [PDF]
, 2012 In this paper, we study the statistical approximation properties of real and complex Post-Widder operators based on q-integers.
Duman, Oktay +2 more
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Quantum integers and cyclotomy
, 2008 . A sequence of functions F = {fn(q)} ∞ n=1 satisfies the functional equation for multiplication of quantum integers if fmn(q) = fm(q)fn(qm) for all positive integers m and n.
Alexander Borisov +2 more
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On Finite Sums and Integral Representations [PDF]
, 2013 Batir, Necdet, Sofo, Anthony
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The q-ary Gilbert-Varshamov bound can be improved for all but finitely many positive integers q [PDF]
For any positive integer $q\geq 2$ and any real number $\delta\in(0,1)$, let $\alpha_q(n,\delta n)$ denote the maximum size of a subset of $\mathbb{Z}_q^n$ with minimum Hamming distance at least $\delta n$, where $\mathbb{Z}_q=\{0,1,\dotsc,q-1\}$ and $n ...
Liang, Xue-Bin
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, 2013 The q-binomial coefficients (n m)q are integers for integers q and 0≤m≤n. They satisfy the two recurrence equations: (n m)q=q^(n-m).(n-1 m-1)q + (n-1 m)q, (n m)q=q^(m).(n-1 m)q + (n-1 m-1)qEducação Superior::Ciências Exatas e da Terra ...
Pavlyk, Oleksandr
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Projective modules of group rings over quadratic number fields [PDF]
, 1994 Let K be a quadratic number field, Ok its ring of integers, and G a cyclic group of order prime p. In this thesis, we study the kernel group D(O(_K)G) and obtain a number of results concerning its order and structure. For K imaginary, we also investigate
Ahmed, Iftikhar
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