نتایج جستجو برای: archimedean mathbb z rings
تعداد نتایج: 206321 فیلتر نتایج به سال:
this article presents a systematic study for structure of finite wavelet frames over prime fields. let $p$ be a positive prime integer and $mathbb{w}_p$ be the finite wavelet group over the prime field $mathbb{z}_p$. we study theoretical frame aspects of finite wavelet systems generated by subgroups of the finite wavelet group $mathbb{w}_p$.
in this paper we investigate the generalized hyers-ulamstability of the following cauchy-jensen type functional equation$$qbig(frac{x+y}{2}+zbig)+qbig(frac{x+z}{2}+ybig)+qbig(frac{z+y}{2}+xbig)=2[q(x)+q(y)+q(z)]$$ in non-archimedean spaces
We define the universal 1-adic thickening of the field of real numbers. This construction is performed in three steps which parallel the universal perfection, the Witt construction and a completion process. We show that the transposition of the perfection process at the real archimedean place is identical to the “dequantization” process and yields Viro’s tropical real hyperfield T R. Then we pr...
This article presents a systematic study for structure of finite wavelet frames over prime fields. Let $p$ be a positive prime integer and $mathbb{W}_p$ be the finite wavelet group over the prime field $mathbb{Z}_p$. We study theoretical frame aspects of finite wavelet systems generated by subgroups of the finite wavelet group $mathbb{W}_p$.
ابتدا روشی برای محاسبه ی گروه گالوایی چندجمله ایهای درجه ی سوم و چهارم تحویل ناپذیر و تفکیک پذیر ، در میدان هایی که مشخصه ی آن ها $2$ نباشند ، ارائه می دهیم. سپس نشان می دهیم که تعداد نامتناهی میدان درجه ی $4$ با یک پایه ی صحیح توانی وجود دارد. همین طور اگر $p$ یک عدد اول فرد و $q=p^{m}$ و $zeta$ ، $ - q $ امین ریشه ی واحد و $o_{q}$ حلقه ی اعداد صحیح در میدان...
in this paper, we verify the solvability of free product of finite cyclic groups with topological methods. we use cayley graphs and everitt methods to construct suitable 2-complexes corresponding to the presentations of groups and their commutator subgroups. in particular, using these methods, we prove that the commutator subgroup of $mathbb{z}_{m}*mathbb{z}_{n}$ is free of rank $(m-1)(n-1)$ fo...
In this paper we define Z2Z4−Simplex and MacDonald Codes of type α and β and we give the covering radius of these codes.
In this paper, we study Z2Z2[u]-(1 + u)-additive constacyclic code of arbitrary length. Firstly, we study the algebraic structure of this family of codes and a set of generator polynomials for this family as a (Z2+uZ2)[x]-submodule of the ring Rα,β. Secondly, we give the minimal generating sets of this family codes, and we determine the relationship of generators between the Z2Z2[u]-(1 + u)-add...
We construct a bireversible self-dual automaton with 3 states over an alphabet with 3 letters which generates the lamplighter group Z3 ≀ Z. 2010 Mathematics Subject Classification: 20F65, 20M35
For any flag simplicial complex $K$, we describe the multigraded Poincare series, minimal number of relations and degrees these in Pontryagin algebra corresponding moment-angle $Z_K$. We compute LS-category $Z_K$ for complexes give a lower bound general case. The key observation is that Milnor-Moore spectral sequence collapses at second sheet $K$. also show results Panov Ray about algebras Davi...
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