The Vector W2 is a concept car constructed by Vector Motors in 1978. The concept went into production as the Vector W8 in 1990. The name comes from the...

while receiving refinements by Vector's head of engineering David Kostka. The W8 was the production version of the Vector W2 prototype that the company demonstrated...

Vehicle Design Force to "Vector Aeromotive" after the previous vehicle's research was refocused on a new car, the Vector W2. In the early 1990s, Ralph...

by employers and stating how much an employee was paid in a year The Vector W2, a concept car Wisconsin Works, a workforce development and welfare replacement...

cars Vector M12 Vector SRV8 Vector W2 Vector W8 Vector WX-3 CCGS Vector, a 1967 hydrographic survey vessel in the Canadian Coast Guard MT Vector, a Philippine...

period of several years and preliminary marketing as the Vector W2, it entered production as the Vector W8. In the 1990s, Wiegert entered into dispute with...

Espace. The Vector W8 was a Supercar built by American manufacturer Vector Motors. Developed through the 1980s and promoted with its Vector W2 prototype...

Convertible Oldsmobile Bravada Pontiac Firebird Hyundai S Coupe GM Impact Vector W2 Prototype Buick Lucerne Convertible Concept Chevrolet California Camaro...

better performing vehicles and automobile parts. These cars consist of the Vector W2, the Ferrari F40 and finally a Formula-1 race car; most of the game is...

componentwise: (v1, w1) + (v2, w2) = (v1 + v2, w1 + w2) α (v, w) = (α v, α w) for v, v1, v2 ∈ V, w, w1, w2 ∈ W, and α ∈ K. The resulting vector space is called the...

in linear algebra, a linear subspace or vector subspace is a vector space that is a subset of some larger vector space. A linear subspace is usually simply...

space R4. If a point has coordinates, P(x, y, z, w), then x2 + y2 + z2 + w2 = 1 characterizes those points on the unit 3-sphere centered at the origin...

if and only if the second Stiefel–Whitney class w2(M) ∈ H2(M, Z2) of M vanishes. Furthermore, if w2(M) = 0, then the set of the isomorphism classes of...

that dim(X)<p and X admits a smooth proper lift over the ring of Witt vectors W2(k) of length two (for example, for k=Fp, this ring would be Z/p2). Their...

components (W1, W2, W3), with W1 and W2 orthogonal to P→, and W3 parallel to P→, the Pauli–Lubanski vector may be expressed in terms of the spin vector S→ = (S1...

shared(np.zeros(hidden_size), name="b1") W2 = theano.shared(np.random.randn(hidden_size, output_size), name="W2") b2 = theano.shared(np.zeros(output_size)...

w1,w2, we need to find maxy1,y2 (w1*(-y12 + y2 + 1)+w2*(y1 - y22 + 1)). Using the derivative test, we can find out that the maximum point is y1=w2/(2*w1)...

topological vector spaces. The fundamental property of codimension lies in its relation to intersection: if W1 has codimension k1, and W2 has codimension...

transformations V1 → W1 and V2 → W2, respectively, then the tensor product of the two maps is a map V1 ⊗ V2 → W1 ⊗ W2 represented by A ⊗ B. [ 1 2 3 4 ]...

the dynamics of the system. These fields are the weak isospin fields W1, W2, and W3, and the weak hypercharge field B. This invariance is known as electroweak...

coordinates w, x, y, z, with w2 + x2 + y2 + z2 = 1. The point (w, x, y, z) represents a rotation around the axis directed by the vector (x, y, z) by an angle...

numbers z = (z1, z2). Then an inner product of z with another such vector w = (w1, w2) is given by ⟨ z , w ⟩ = z 1 w 1 ¯ + z 2 w 2 ¯ . {\displaystyle \langle...

bipartite, and can be constructed as the Levi graph of the generalized quadrangle W2 (known as the Cremona–Richmond configuration). The graph is named after William...

3154–3164. arXiv:2002.02798. Peyre R (October 2018). "Comparison between W2 distance and Ḣ−1 norm, and localization of Wasserstein distance". ESAIM: Control...

each W1 and W2. For both events the two readings of the collocated clocks are recorded. The difference of the two readings of W1 and W2 is the temporal...

is sometimes called universal. Lagrange's four-square theorem shows that w2 + x2 + y2 + z2 is universal. Ramanujan generalized this aw2 + bx2 + cy2 +...

spanned by the field polynomials acting on the vacuum (cyclicity condition). W2 (transformation law of the field) The fields are covariant under the action...

between two pure states [Ψ] and [Φ] can be defined in terms of non-zero vector representatives Ψ and Φ to be P ( [ Ψ ] , [ Φ ] ) = | ⟨ Ψ , Φ ⟩ | 2 ‖ Ψ...

Devices ADSP-CM40x Microchip (Atmel) SAM 4L, 4N, 4S NXP (Freescale) Kinetis K, W2 ST (STM32) WL (one Cortex-M4 + one Cortex-M0+) Texas Instruments SimpleLink...

⁠y/b⁠, w = ⁠z/c⁠ transforms the ellipsoid onto the unit sphere u2 + v2 + w2 = 1 and the given plane onto the plane with equation   n x a u + n y b v +...