SDVX Nabla∇ era has begun?✅️??
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SOUND VOLTEX NABLA COMES OUT TOMORROW WHAT
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On some analytic properties of nabla tempered fractional calculus
Despite many applications regarding fractional calculus have been reported in literature, it is still unknown how to model some practical process. One major challenge in solving such a problem is that, the nonlocal property is needed while the infini...
SOUND VOLTEX ∇ (Nabla) announced
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The delta-nabla calculus of variations
The discrete-time, the quantum, and the continuous calculus of variations have been recently unified and extended. Two approaches are followed in the literature: one dealing with minimization of delta integrals; the other dealing with minimization...
Nabla - Soul Blooming palette close-up
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Halo eye using the nabla cosmetics dreamy 2 palette
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Swatches of Nabla Beyond Jelly Sheer Supple Lipstick & Juvia’s Place Velvety Matte Lip…
Purchased all of these during Ulta’s 21 Days of Beauty Sale for 50% off because I wanted a few darker lip shades for fall and winter months. I’m currently fair-light with neutral undertones (Este?...
Is Nabla Cosmetics worth the price?
I saw their new eyeshadow palette on TrendMood and really liked the color scheme. However, I have never used this brand before, so I am not sure if it’s worth the price. I know Mariah Leonard and Jk...
My poor Nabla Side by Side after half a year of use on clients (and many isopropyl alcohol…
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Is every shade of the Nabla Blurry lipstick actually sold out or is this just a glitch?
I had this in my cart and went to check out around 1:12 EST and all the colors are showing as sold out. Any idea if this is a glitch or if they actually sold out in 12 minutes?...
Stretching and folding diagnostics in solutions of the three-dimensional Euler and Navier-…
Two possible diagnostics of stretching and folding (S&F) in fluid flows are discussed, based on the dynamics of the gradient of potential vorticity ($q = \bom\cdot\nablaθ$) associated with solutions of the three-dimensional Euler and Navier-Stokes e...
Age and cognitive skills: Use it or lose it
Points: 766 | Comments: 451 | Author: nabla9
What are the types of bond orders? - Matter Modeling Stack Exchange
Laplacian Bond Order This method is an extension of the QTAIM (Quantum Theory of Atoms In Molecules) concept of using the Laplacian of the electron density $\nabla^2\rho$ to characterize …
Structural analysis of an $L$-infinity variational problem and relations to distance funct…
In this work we analyse the functional ${\cal J}(u)=\|\nabla u\|_\infty$ defined on Lipschitz functions with homogeneous Dirichlet boundary conditions. Our analysis is performed directly on the functional without the need to approximate with smooth $...
Existence of a pulled or pushed travelling front invading a critical point for parabolic g…
For nonlinear parabolic gradient systems of the form \[ u_t = -\nabla V(u) + u_{xx} \,, \] where the spatial domain is the whole real line, the state variable $u$ is multidimensional, and the potential function $V$ is coercive at infinity, the follow...
On the Kato problem and extensions for degenerate elliptic operators
We study the Kato problem for degenerate divergence form operators. This was begun by Cruz-Uribe and Rios who proved that given an operator $L_w=-w^{-1}{\rm div}(A\nabla)$, where $w\in A_2$ and $A$ is a $w$-degenerate elliptic measure (i.e, $A=w\,B$...
What are the types of bond orders? - Matter Modeling Stack Exchange
Laplacian Bond Order This method is an extension of the QTAIM (Quantum Theory of Atoms In Molecules) concept of using the Laplacian of the electron density $\nabla^2\rho$ to characterize …
Sharp anisotropic singular Trudinger-Moser inequalities in the entire space
In this paper, we investigate sharp singular Trudinger-Moser inequalities involving the anisotropic Dirichlet norm $\left(\int_ΩF^{N}(\nabla u)\;\mathrm{d}x\right)^{\frac{1}{N}}$ in the Sobolev-type space $D^{N,q}(\mathbb{R}^{N})$, $q\geq 1$, here $...
Affine-Orthogonal Manifolds and Deformation to Levi-Civita Connections
We study a class of affine manifolds equipped with a flat affine connection $\nabla$ and a global Riemannian metric $g$ that is diagonal in local affine coordinates. These structures are closely related to \emph{Hessian manifolds}, where the metric l...