The lll algorithm is a polynomial-time for reducing d-dimensional lattice with exponential approximation factor. Currently, the most efficient variant of lll, by Neumaier and Stehlé, has theoretical running time in $$d^4\cdot B^{1+o\left( 1\right) }$$ where B bitlength entries, but never been implemented. This work introduces new asymptotically fast, parallel, yet heuristic, reduction algorithm...

   Two omega-3 fatty acids including docosahexaenoic acid (DHA) and eicosapentaenoic acid (EPA) are essential for the physiologic function of neuronal cell membrane. Normal function of neuronal cell membrane requires appropriate composition of fatty in its structure. Present study was designed to compare the effect of short-term and long-term pretreatment with omega-3 fatty acids on scopolamine...

We study the $r$-complex contagion influence maximization problem. In problem, one chooses a fixed number of initial seeds in social network to maximize spread their influence. model, each uninfected vertex becomes infected if it has at least $r$ neighbors. this paper, we focus on random graph model named stochastic hierarchical blockmodel, which is special case well-studied blockmodel. When no...

The $r$-th iterated line graph $L^{r}(G)$ of a $G$ is defined by: (i) $L^{0}(G) = G$ and (ii) $L^{r}(G) L(L^{(r- 1)}(G))$ for $r > 0$, where $L(G)$ denotes the $G$. Hamiltonian Index $h(G)$ smallest $r$ such that has cycle. Checking if $h(G) k$ NP-hard any fixed integer $k \geq 0$ even subcubic graphs We study parameterized complexity this problem with parameter treewidth, $tw(G)$, show we can ...

the aim of this study was to investigate the effect of omega-3 supplementation with 4 weeks of plyometric training on serum changes of brain derived neurotrophic factor (bdnf) and oxidative stress and their relationship in active men. 28 physical education male students (age 23.21±1.98 year, height 174.25±5.34 cm, weight 66.83±7.49 kg, bmi 20.03±2.25 kg/m2) were randomly divided into four group...

For a complex algebraic variety X $X$ , we introduce higher p $p$ -Du Bois singularity by imposing canonical isomorphisms between the sheaves of Kähler differential forms Ω q $\Omega _X^q$ and shifted graded pieces Du ̲ $\underline{\Omega }_X^q$ for ⩽ $q\leqslant p$ . If is reduced hypersurface, show that coincides with -log singularity, generalizing well-known theorem = 0 $p=0$ The assertion ca...

The acoustic modes of a rotating fluid-filled cavity can be used to determine the effective rotation rate fluid (since resonant frequencies are modified by flows). To accurate, this method requires prior knowledge in fluids. Contrary Coriolis force, centrifugal gravity has received much less attention experimental context. Motivated on-going experiments ellipsoids, we study how global and buoya...

We consider L-functions \(L_1,\ldots ,L_k\) from the Selberg class which have polynomial Euler product and satisfy Selberg’s orthonormality condition. show that on every vertical line \(s=\sigma +it\) with \(\sigma \in (1/2,1)\), these simultaneously take large values of size \(\exp \left( c\frac{(\log t)^{1-\sigma }}{\log \log t}\right) \) inside a small neighborhood. Our method extends to =1\...