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VEC

  • Vec
  • Topics referred to by the same term

    Vec may mean: Mathematics: vec(A), the vectorization of a matrix A. Vec denotes the category of vector spaces over the reals. Other: Venetian language

    Vec

    Vec

  • VEC
  • Topics referred to by the same term

    VEC may refer to: VEC-M1 (Vehículo de Exploración de Caballería), a Spanish Army wheeled reconnaissance vehicle Vellore Institute of Technology, formally

    VEC

    VEC

  • VEC-M1
  • Spanish wheeled reconnaissance vehicle

    The Pegaso VEC-M1 is a Spanish military cavalry reconnaissance vehicle. It started service in the Spanish Army in 1980 as BMR-625 VEC (a.k.a. Pegaso 3562)

    VEC-M1

    VEC-M1

    VEC-M1

  • AltiVec
  • SIMD instruction set extension for the PowerPC ISA

    AltiVec is a single-precision floating-point and integer SIMD instruction set designed and owned by Apple, IBM, and Freescale Semiconductor (formerly

    AltiVec

    AltiVec

  • PragVEC
  • British post-punk band

    PragVEC was a post-punk band from London formed in 1978. The band name was a contraction of the two words "pragmatism" and "vector", chosen at random

    PragVEC

    PragVEC

  • Householder transformation
  • Concept in linear algebra

    {\textstyle P_{v}{\vec {x}}=(I-2{\vec {v}}{\vec {v}}^{*}){\vec {x}}={\vec {x}}-2\langle {\vec {v}},{\vec {x}}\rangle {\vec {v}}={\vec {x}}} , i.e., 1 {\textstyle

    Householder transformation

    Householder_transformation

  • Vectorization (mathematics)
  • Conversion of a matrix or a tensor to a vector

    product: vec ⁡ ( A ∘ B ) = vec ⁡ ( A ) ∘ vec ⁡ ( B ) . {\displaystyle \operatorname {vec} (A\circ B)=\operatorname {vec} (A)\circ \operatorname {vec} (B)

    Vectorization (mathematics)

    Vectorization_(mathematics)

  • Mahalanobis distance
  • Statistical distance measure

    {\displaystyle d_{M}({\vec {x}},{\vec {y}};Q)={\sqrt {({\vec {x}}-{\vec {y}})^{\mathsf {T}}\mathbf {\Sigma } ^{-1}({\vec {x}}-{\vec {y}})}}.} which means

    Mahalanobis distance

    Mahalanobis_distance

  • Naše Věc
  • Czech hip hop band

    Naše Věc was a Czech hip hop band from Brno, active between 1997 and 2006. They released two studio albums and several demos. Naše Věc was formed in Brno

    Naše Věc

    Naše_Věc

  • Lua
  • Lightweight programming language

    present in the vec table. vec.magnitude, which is equivalent to vec["magnitude"], first looks in the vec table for the magnitude element. The vec table does

    Lua

    Lua

    Lua

  • Streamlines, streaklines, and pathlines
  • Field lines in a fluid flow

    {\displaystyle {\begin{cases}{\dfrac {d{\vec {x}}_{P}}{dt}}(t)={\vec {u}}_{P}({\vec {x}}_{P}(t),t)\\[1.2ex]{\vec {x}}_{P}(t_{0})={\vec {x}}_{P0}\end{cases}}} The subscript

    Streamlines, streaklines, and pathlines

    Streamlines, streaklines, and pathlines

    Streamlines,_streaklines,_and_pathlines

  • Kronecker product
  • Mathematical operation on matrices

    either vec ⁡ A {\displaystyle \operatorname {vec} A} or vec ⁡ B {\displaystyle \operatorname {vec} B} as follows: vec ⁡ ( A ⊗ B ) = ( I n ⊗ G ) vec ⁡ A =

    Kronecker product

    Kronecker_product

  • Kardar–Parisi–Zhang equation
  • Non-linear stochastic partial differential equation

    t ′ ) , {\displaystyle \langle \eta ({\vec {x}},t)\eta ({\vec {x}}',t')\rangle =2D\delta ^{d}({\vec {x}}-{\vec {x}}')\delta (t-t'),} ν {\displaystyle

    Kardar–Parisi–Zhang equation

    Kardar–Parisi–Zhang_equation

  • Hesse normal form
  • Equation in analytic geometry

    {\displaystyle d={\vec {r}}_{s}\cdot {\vec {n}}_{0}=|{\vec {r}}_{s}|\cdot |{\vec {n}}_{0}|\cdot \cos(0^{\circ })=|{\vec {r}}_{s}|\cdot 1=|{\vec {r}}_{s}|.\,}

    Hesse normal form

    Hesse normal form

    Hesse_normal_form

  • Voere VEC-91
  • Bolt-action rifle

    The Voere VEC-91 is a rifle made by Voere and was the first commercial sporting rifle to combine caseless ammunition and electronic firing. Depending

    Voere VEC-91

    Voere_VEC-91

  • Victorian Electoral Commission
  • The Victorian Electoral Commission (VEC), formerly the State Electoral Office, is the statutory body responsible for the running of state, municipal and

    Victorian Electoral Commission

    Victorian Electoral Commission

    Victorian_Electoral_Commission

  • Debye–Waller factor
  • Concept in crystallography

    {\displaystyle \langle {\vec {k}}'|V|{\vec {k}}\rangle ={\frac {1}{L^{3}}}\int d^{3}{\vec {r}}V({\vec {r}})e^{-i({\vec {k}}'-{\vec {k}})\cdot {\vec {r}}}} . (2) Above

    Debye–Waller factor

    Debye–Waller_factor

  • Dynamic structure factor
  • Function in condensed matter physics

    G({\vec {r}},t)=\left\langle {\frac {1}{N}}\int \sum _{i=1}^{N}\sum _{j=1}^{N}\delta [{\vec {r}}'+{\vec {r}}-{\vec {r}}_{j}(t)]\delta [{\vec {r}}'-{\vec {r}}_{i}(0)]d{\vec

    Dynamic structure factor

    Dynamic_structure_factor

  • Orbit determination
  • Estimation of orbits of objects

    {\begin{aligned}{\vec {e}}&={{\vec {v}}\times {\vec {h}} \over {\mu }}-{{\vec {r}} \over {\left|{\vec {r}}\right|}}=e{\vec {i}}\\&=\left({{\left|{\vec {v}}\right|}^{2}

    Orbit determination

    Orbit determination

    Orbit_determination

  • Matrix addition
  • Notions of sums for matrices in linear algebra

    {\vec {v}}\!} , adding two matrices would have the geometric effect of applying each matrix transformation separately onto v → {\displaystyle {\vec {v}}\

    Matrix addition

    Matrix addition

    Matrix_addition

  • Vécs
  • Village in Heves, Hungary

    Vécs is a village in Heves County, Hungary, beside of the Tarnóca creek. As of 2022 census, it has a population of 608 (see Demographics). The village

    Vécs

    Vécs

    Vécs

  • Abstract rewriting machine
  • f({\vec {x}},{\vec {y}},{\vec {z}})\rightarrow g({\vec {x}},{\vec {z}})} Ident f ( x → ) → g ( x → ) {\displaystyle f({\vec {x}})\rightarrow g({\vec {x}})}

    Abstract rewriting machine

    Abstract_rewriting_machine

  • Proportional navigation
  • Concept in missile guidance systems

    × V → r R → ⋅ R → {\displaystyle {\vec {\Omega }}={\frac {{\vec {R}}\times {\vec {V}}_{r}}{{\vec {R}}\cdot {\vec {R}}}}} where Ω {\displaystyle \Omega

    Proportional navigation

    Proportional navigation

    Proportional_navigation

  • Vocational Education Committee
  • Irish educational agency

    A Vocational Education Committee (VEC) (Irish: Coiste Gairmoideachais) was a statutory local education body in Ireland that administered some secondary

    Vocational Education Committee

    Vocational_Education_Committee

  • Specular highlight
  • Bright spot of light that appears on shiny objects when illuminated

    {\displaystyle k=[{\vec {L}}\cdot ({\vec {E}}-2{\vec {N}}({\vec {N}}\cdot {\vec {E}}))]^{n}=[{\vec {L}}\cdot ({\vec {E}}-2{\vec {N}}(0\cdot {\frac {\sqrt

    Specular highlight

    Specular highlight

    Specular_highlight

  • Landé g-factor
  • G-factor for electron with spin and orbital angular momentum

    J_{\text{z}}|{\vec {J}}\cdot {\vec {J}}|J,J_{\text{z}}\rangle &=\langle J,J_{\text{z}}|g_{L}{{\vec {L}}\cdot {\vec {J}}}+g_{S}{{\vec {S}}\cdot {\vec {J}}}|J

    Landé g-factor

    Landé_g-factor

  • Venetian language
  • Romance language of Veneto, northeast Italy

    Mexico (Chipilo) → Querétaro → Veracruz → Puebla Language codes ISO 639-3 vec Glottolog vene1258 Linguasphere 51-AAA-n Venetian language distribution in

    Venetian language

    Venetian language

    Venetian_language

  • Diósi–Penrose model
  • Possible solution to the measurement problem

    ⟩ {\displaystyle \rho ({\vec {\boldsymbol {a}}},{\vec {\boldsymbol {b}}},t):=\langle {\vec {\boldsymbol {a}}}|\rho (t)|{\vec {\boldsymbol {b}}}\rangle

    Diósi–Penrose model

    Diósi–Penrose_model

  • The Makropulos Affair
  • 1922 play written by Karel Čapek

    Věc Makropulos is a Czech play written by Karel Čapek. Its title—literally The Makropulos Thing—has been variously rendered in English as The Makropulos

    The Makropulos Affair

    The Makropulos Affair

    The_Makropulos_Affair

  • Sylvester's criterion
  • Criterion for positivity of a Hermitian matrix

    † M x → > 0 {\displaystyle {\vec {x}}^{\dagger }M\,{\vec {x}}>0} for all column-vectors x → ∈ C n {\displaystyle {\vec {x}}\in \mathbb {C} ^{n}} , if

    Sylvester's criterion

    Sylvester's_criterion

  • Intersection curve
  • Curve that is common to two geometric objects

    P:{\vec {p}}={\frac {d_{1}({\vec {n}}_{2}\cdot {\vec {n}}_{2})-d_{2}({\vec {n}}_{1}\cdot {\vec {n}}_{2})}{({\vec {n}}_{1}\cdot {\vec {n}}_{1})({\vec {n}}_{2}\cdot

    Intersection curve

    Intersection curve

    Intersection_curve

  • Rocchio algorithm
  • Retrieval system algorithm

    {\displaystyle {\vec {Q}}_{m}=a\,{\vec {Q}}_{o}+b\,{\frac {1}{|D_{r}|}}\sum _{{\vec {D}}_{j}\in D_{r}}{\vec {D}}_{j}-c\,{\frac {1}{|D_{nr}|}}\sum _{{\vec {D}}_{k}\in

    Rocchio algorithm

    Rocchio_algorithm

  • Computed torque control
  • Robot control

    \left({\vec {\theta }}\right){\ddot {\vec {\theta }}}+\mathbf {C} \left({\vec {\theta }},{\dot {\vec {\theta }}}\right){\dot {\vec {\theta }}}+{\vec {\tau

    Computed torque control

    Computed_torque_control

  • Vortex stretching
  • Lengthening of vortices in 3D fluid flow

    ⋅ ∇ → ) v → , {\displaystyle {D{\vec {\omega }} \over Dt}=\left({\vec {\omega }}\cdot {\vec {\nabla }}\right){\vec {v}},} where D/Dt is the material

    Vortex stretching

    Vortex stretching

    Vortex_stretching

  • SillaJen
  • Busan, Yangsan and Seoul, South Korea, and San Francisco, California. Pexa-Vec (JX-594) was developed using the SOLVE (Selective Oncolytic Vaccinia Engineering)

    SillaJen

    SillaJen

  • Reflections (1987 film)
  • 1987 Yugoslavian film

    Reflections (Serbo-Croatian: Već viđeno, lit. 'Already seen'; also known as Deja Vu) is a 1987 Yugoslav psychological horror/drama film directed by Goran

    Reflections (1987 film)

    Reflections_(1987_film)

  • 2026 Victorian state election
  • Election for the 61st Parliament of Victoria

    The election will be administered by the Victorian Electoral Commission (VEC). The Labor Party, led by Daniel Andrews, was elected into government at

    2026 Victorian state election

    2026 Victorian state election

    2026_Victorian_state_election

  • ReserVec
  • Computerized reservation system

    ReserVec was a computerized reservation system developed by Ferranti Canada for Trans-Canada Air Lines (today's Air Canada) in the late 1950s. It appears

    ReserVec

    ReserVec

    ReserVec

  • Frame fields in general relativity
  • Spacetime modeled by four pointwise-orthonormal vector fields

    {\displaystyle {\vec {e}}_{0}} and the three spacelike unit vector fields by e → 1 , e → 2 , e → 3 {\displaystyle {\vec {e}}_{1},{\vec {e}}_{2},\,{\vec {e}}_{3}}

    Frame fields in general relativity

    Frame_fields_in_general_relativity

  • Power of a point
  • Relative distance of a point from a circle

    0   . {\displaystyle ({\vec {p}}+t{\vec {v}})^{2}-r^{2}=0\quad \rightarrow \quad t^{2}+2t\;{\vec {p}}\cdot {\vec {v}}+{\vec {p}}^{2}-r^{2}=0\ .} From

    Power of a point

    Power of a point

    Power_of_a_point

  • Neural style transfer
  • Type of software algorithm for image manipulation

    {L}}_{\text{NST}}({\vec {p}},{\vec {a}},{\vec {x}})=\alpha {\mathcal {L}}_{\text{content}}({\vec {p}},{\vec {x}})+\beta {\mathcal {L}}_{\text{style}}({\vec {a}},{\vec {x}})}

    Neural style transfer

    Neural style transfer

    Neural_style_transfer

  • Hering's Paradox
  • Experiment testing Maxwell's equations

    {\displaystyle {\vec {E}}'=\gamma \left({\vec {E}}+{\vec {v}}\times {\vec {B}}\right)+(1-\gamma ){\frac {{\vec {E}}\cdot {\vec {v}}}{v^{2}}}{\vec {v}}} by setting

    Hering's Paradox

    Hering's Paradox

    Hering's_Paradox

  • John Malkovich
  • American actor (born 1953)

    14, 2026. "Objavljen je video u kojem John Malkovich promovira Hrvatsku. Već ga je vidjelo više od 120 tisuća ljudi" [Video of John Malkovich Promoting

    John Malkovich

    John Malkovich

    John_Malkovich

  • Rod Summers
  • multiple, art-related activities have often appeared as part of his concept of VEC (Visual, Experimental, Concrete), which he originated in 1973. In 1999 CNN

    Rod Summers

    Rod_Summers

  • Rust syntax
  • Set of rules defining correctly structured programs for the Rust programming language

    std::box::Display trait: use std::fmt::Display; fn main() { let v: Vec<Box<dyn Display>> = vec![ Box::new(3), Box::new(5.0), Box::new("hi"), ]; for x in v {

    Rust syntax

    Rust syntax

    Rust_syntax

  • Tension (physics)
  • Pulling force transmitted axially

    on the object. ∑ F → = T → − m g → = 0 {\displaystyle \sum {\vec {F}}={\vec {T}}-m{\vec {g}}=0} A system has a net force when an unbalanced force is exerted

    Tension (physics)

    Tension (physics)

    Tension_(physics)

  • Laplace equation for irrotational flow
  • Differential equation in fluid mechanics

    {\displaystyle {\vec {v}}=-\nabla \phi +\nabla \times {\vec {A}}} Note that imposing the condition that ∇ × v → = 0 {\displaystyle \nabla \times {\vec {v}}=0}

    Laplace equation for irrotational flow

    Laplace_equation_for_irrotational_flow

  • Genelux Corporation
  • Biopharmaceutical company

    difficult-to-treat solid tumor types. The Company’s most advanced product candidate, Olvi-Vec (olvimulogene nanivacirepvec), is a proprietary, modified strain of the vaccinia

    Genelux Corporation

    Genelux_Corporation

  • Rust (programming language)
  • General-purpose programming language

    the Display trait: use std::fmt::Display; fn main() { let v: Vec<Box<dyn Display>> = vec![ Box::new(3), Box::new(5.0), Box::new("hi"), ]; for x in v {

    Rust (programming language)

    Rust (programming language)

    Rust_(programming_language)

  • Education and Training Board
  • Irish statutory local governing bodies

    when they replaced the existing system of Vocational Education Committees (VECs) that had been in place since 1930. The training functions, which were the

    Education and Training Board

    Education_and_Training_Board

  • Coulomb wave function
  • In physics, solution to Schrödinger equation

    ^{2}}{2m}}+{\frac {Z\hbar c\alpha }{r}}\right)\psi _{\vec {k}}({\vec {r}})={\frac {\hbar ^{2}k^{2}}{2m}}\psi _{\vec {k}}({\vec {r}})\,,} where Z = Z 1 Z 2 {\displaystyle

    Coulomb wave function

    Coulomb wave function

    Coulomb_wave_function

  • Closed and exact differential forms
  • Concept of vector calculus

    {\displaystyle A_{i}({\vec {r}})=\int {\frac {\mu _{0}j_{i}\left({\vec {r}}'\right)\,\,dx_{1}'\,dx_{2}'\,dx_{3}'}{4\pi |{\vec {r}}-{\vec {r}}'|}}\,.} (Here

    Closed and exact differential forms

    Closed_and_exact_differential_forms

  • Lami's theorem
  • Equation in physics

    balance v → A + v → B + v → C = 0 → {\displaystyle {\vec {v}}_{A}+{\vec {v}}_{B}+{\vec {v}}_{C}={\vec {0}}} , hence by making all the vectors touch its tip

    Lami's theorem

    Lami's_theorem

  • Christine Hallquist
  • American politician

    American politician and former CEO of the Vermont Electric Cooperative (VEC). She is the first openly transgender major-party nominee for governor in

    Christine Hallquist

    Christine Hallquist

    Christine_Hallquist

  • Gödel metric
  • Solution of Einstein field equations

    {\displaystyle {\vec {f}}_{0}={\vec {e}}_{0}} f → 1 = cos ⁡ ( ω t ) e → 1 − sin ⁡ ( ω t ) e → 3 {\displaystyle {\vec {f}}_{1}=\cos(\omega t)\,{\vec {e}}_{1}-\sin(\omega

    Gödel metric

    Gödel_metric

  • Rotating-wave approximation
  • Model used in atom optics and magnetic resonance

    e − i ω L t + E → 0 ∗ e i ω L t {\displaystyle {\vec {E}}(t)={\vec {E}}_{0}e^{-i\omega _{L}t}+{\vec {E}}_{0}^{*}e^{i\omega _{L}t}} ; e.g., a plane wave

    Rotating-wave approximation

    Rotating-wave_approximation

  • Monte Carlo method in statistical mechanics
  • _{PS}p^{-1}({\vec {r}}){\frac {A_{\vec {r}}}{p^{-1}({\vec {r}})}}e^{-\beta E_{\vec {r}}}/Zd{\vec {r}}=\int _{PS}p^{-1}({\vec {r}})A_{\vec {r}}^{*}e^{-\beta E_{\vec

    Monte Carlo method in statistical mechanics

    Monte_Carlo_method_in_statistical_mechanics

  • Frank–Tamm formula
  • Calculation of Cherenkov radiation levels

    ({\vec {x}},t)=q\delta ({\vec {x}}-{\vec {v}}t)} and J → ( x → , t ) = v → ρ ( x → , t ) {\displaystyle {\vec {J}}({\vec {x}},t)={\vec {v}}\rho ({\vec {x}}

    Frank–Tamm formula

    Frank–Tamm_formula

  • Maxwell–Stefan diffusion
  • Model for describing diffusion

    _{j}}{{\mathfrak {D}}_{ij}}}({\vec {v}}_{j}-{\vec {v}}_{i})}=\sum _{j=1 \atop j\neq i}^{n}{{\frac {c_{j}}{c{\mathfrak {D}}_{ij}}}\left({\frac {{\vec {j}}_{j}}{\rho _{j}}}-{\frac

    Maxwell–Stefan diffusion

    Maxwell–Stefan diffusion

    Maxwell–Stefan_diffusion

  • Nuclear magnetic moment
  • Magnetic moment of an atomic nucleus

    {\begin{aligned}{\vec {l}}\cdot {\vec {j}}&={\frac {1}{2}}\left({\vec {j}}\cdot {\vec {j}}+{\vec {l}}\cdot {\vec {l}}-{\vec {s}}\cdot {\vec {s}}\right)\\{\vec {s}}\cdot

    Nuclear magnetic moment

    Nuclear_magnetic_moment

  • Rouse model
  • Idealised bead–spring model of polymer dynamics

    {\mathrm {d} {\vec {R}}_{n}}{\mathrm {d} t}}=\underbrace {{\frac {k}{\zeta }}\cdot \left({\vec {R}}_{n-1}-{\vec {R}}_{n}+{\vec {R}}_{n+1}-{\vec {R}}_{n}\right)}

    Rouse model

    Rouse model

    Rouse_model

  • Lense–Thirring precession
  • Precession of a gyroscope due to a nearby celestial body's rotation affecting spacetime

    → ) r → r 2 ] {\displaystyle {\vec {B}}=-{\frac {G}{cr^{3}}}\left[{\vec {S}}-3{\frac {({\vec {S}}\cdot {\vec {r}}){\vec {r}}}{r^{2}}}\right]} as the gravitomagnetic

    Lense–Thirring precession

    Lense–Thirring_precession

  • Pentagon Memorial
  • Permanent memorial to victims of 9/11

    one of the three 9/11 attack sites without a dedicated education center (VEC). This means that visitors to the memorial have no place to learn about the

    Pentagon Memorial

    Pentagon Memorial

    Pentagon_Memorial

  • Recurrence plot
  • Type of plot in descriptive statistics and chaos theory

    words, it is a plot of x → ( i ) ≈ x → ( j ) , {\displaystyle {\vec {x}}(i)\approx {\vec {x}}(j),} showing i {\displaystyle i} on a horizontal axis and

    Recurrence plot

    Recurrence_plot

  • Pair distribution function
  • Distribution of distances between pairs of particles in a given volume

    → ) {\displaystyle g_{ab}({\vec {r}})} is the probability of finding the particle b at distance r → {\displaystyle {\vec {r}}} from a, with a taken as

    Pair distribution function

    Pair distribution function

    Pair_distribution_function

  • Freivalds' algorithm
  • Randomized algorithm for verifying matrix multiplication

    {\begin{aligned}{\vec {P}}&=A\times (B{\vec {r}})-C{\vec {r}}\\&=(A\times B){\vec {r}}-C{\vec {r}}\\&=(A\times B-C){\vec {r}}\\&={\vec {0}}\end{aligned}}}

    Freivalds' algorithm

    Freivalds'_algorithm

  • Results of the 2024 Victorian local elections in Gippsland
  • review". VEC. Retrieved 4 October 2024. "Baw Baw Shire Council election candidates". VEC. Retrieved 4 October 2024. "East Gippsland Shire Council". VEC. Retrieved

    Results of the 2024 Victorian local elections in Gippsland

    Results_of_the_2024_Victorian_local_elections_in_Gippsland

  • Traveling plane wave
  • Type of plane wave

    {\displaystyle {\vec {n}}} . Such a field can be written as F ( x → , t ) = G ( x → ⋅ n → − c t ) {\displaystyle F({\vec {x}},t)=G\left({\vec {x}}\cdot {\vec {n}}-ct\right)\

    Traveling plane wave

    Traveling plane wave

    Traveling_plane_wave

  • Newton-second
  • SI derived unit of impulse

    specific time interval: F → ⋅ t = Δ m v → . {\displaystyle {\vec {F}}\cdot t=\Delta m{\vec {v}}.} Momentum is given by the formula p = m v , {\displaystyle

    Newton-second

    Newton-second

    Newton-second

  • Bjerknes' equation
  • System of equations by V. Bjerknes

    {\displaystyle \rho \,{\biggl (}{\partial {\vec {u}} \over \partial t}+(\nabla .{\vec {u}}){\vec {u}}{\biggr )}=-\nabla P+\rho {\vec {f}}} where ∇ P {\displaystyle

    Bjerknes' equation

    Bjerknes'_equation

  • Zero sound
  • Collective excitation in a Fermi liquid

    δ f ( p → , x → , t ) {\displaystyle f({\vec {p}},{\vec {x}},t)=f_{0}({\vec {p}})+\delta f({\vec {p}},{\vec {x}},t)} is the density of quasiparticles

    Zero sound

    Zero_sound

  • Brizgaaaaj!
  • 2004 studio album by Atomik Harmonik

    reissued the album as an enhanced CD. The reissue, called Brizgaaaaj! Še več in dlje!, included a new single called "Turbo Polka", music videos for all

    Brizgaaaaj!

    Brizgaaaaj!

  • Lyapunov equation
  • Equation from stability analysis

    sum (discrete time case). Using the result that vec⁡(ABC)=(CT⊗A)vec⁡(B), one has (In2−A¯⊗A)vec⁡(X)=vec⁡(Q) where In2 is a conformable identity matrix and

    Lyapunov equation

    Lyapunov_equation

  • Adjoint equation
  • Linear differential equation

    {\begin{aligned}\nabla \cdot \left({\vec {c}}u-\mu \nabla u\right)&=f,\qquad {\vec {x}}\in \Omega ,\\u&=b,\qquad {\vec {x}}\in \partial \Omega .\end{aligned}}}

    Adjoint equation

    Adjoint_equation

  • Inelastic collision
  • Collision in which energy is lost to heat

    {m_{a}m_{b}}{m_{a}+m_{b}}}(1+C_{R})({\vec {u_{b}}}-{\vec {u_{a}}})\cdot {\vec {n}}} where n → {\displaystyle {\vec {n}}} is the normal vector. Assuming

    Inelastic collision

    Inelastic collision

    Inelastic_collision

  • New Democrats (Victoria)
  • Australian political party

    Democrats and applied for registration with the Victorian Electoral Commission (VEC). The party was registered on 6 October 2022, 51 days before the state election

    New Democrats (Victoria)

    New_Democrats_(Victoria)

  • Results of the 2024 Victorian local elections in Hume
  • Council". VEC. Retrieved 5 October 2024. "Alpine Shire Council election candidates". VEC. Retrieved 5 October 2024. "Benalla Rural City Council". VEC. Retrieved

    Results of the 2024 Victorian local elections in Hume

    Results_of_the_2024_Victorian_local_elections_in_Hume

  • Commutation matrix
  • Matrix in linear algebra

    vec(A) into vec(AT): K(m,n) vec(A) = vec(AT) . Here vec(A) is the mn × 1 column vector obtain by stacking the columns of A on top of one another: vec

    Commutation matrix

    Commutation_matrix

  • Hexatic phase
  • Two-dimensional state of matter

    G_{\vec {G}}({\vec {R}})=\langle \rho _{\vec {G}}({\vec {R}})\cdot \rho _{\vec {G}}^{\ast }({\vec {0}})\rangle } The vector R → {\displaystyle {\vec {R}}}

    Hexatic phase

    Hexatic_phase

  • Wien filter
  • Velocity filter for charged particles

    particle is then equal to F → = q v → × B → {\displaystyle {\vec {F}}=q{\vec {v}}\times {\vec {B}}} , where F is force, q is the charge on the particle,

    Wien filter

    Wien filter

    Wien_filter

  • Results of the 2024 Victorian local elections in Western Melbourne
  • Bay City Council". VEC. Retrieved 25 September 2024. "Hobsons Bay City Council election". VEC. Retrieved 25 September 2024. "VEC retires 16 local council

    Results of the 2024 Victorian local elections in Western Melbourne

    Results_of_the_2024_Victorian_local_elections_in_Western_Melbourne

  • Low-rank approximation
  • Technique in numerical linear algebra

    vec ⊤ ⁡ ( D ) ( W − W ( I n ⊗ P ) ( ( I n ⊗ P ) ⊤ W ( I n ⊗ P ) ) − 1 ( I n ⊗ P ) ⊤ W ) vec ⁡ ( D ) . {\displaystyle f(P)={\sqrt {\operatorname {vec}

    Low-rank approximation

    Low-rank_approximation

  • Volunteer Examiner Coordinator
  • Examiner Coordinators (VECs)". Federal Communications Commission. 2016-10-07. Retrieved 2021-04-25. "W5YI-VEC Home". W5YI-VEC. Retrieved 7 September 2026

    Volunteer Examiner Coordinator

    Volunteer Examiner Coordinator

    Volunteer_Examiner_Coordinator

  • Okubo–Weiss parameter
  • vec {x}}_{0}}+{\begin{pmatrix}({\partial u \over \partial x})_{{\vec {x}}_{0}}&({\partial u \over \partial y})_{{\vec {x}}_{0}}\\({\partial

    Okubo–Weiss parameter

    Okubo–Weiss_parameter

  • Automatic vectorization
  • Case in parallel computing

    vector codes for (i = 0; i < 1024; i += 4) { vA = vec_ld(&A[i]); vB = vec_ld(&B[i]); vC = vec_mul(vA, vB); vec_st(vC, &C[i]); } This relatively new technique

    Automatic vectorization

    Automatic_vectorization

  • Matrix normal distribution
  • Probability distribution

    ] = − 1 2 vec ( X − M ) T vec ( U − 1 ( X − M ) V − 1 ) = − 1 2 vec ( X − M ) T ( V − 1 ⊗ U − 1 ) vec ( X − M ) = − 1 2 [ vec ( X ) − vec ( M ) ] T (

    Matrix normal distribution

    Matrix_normal_distribution

  • The Makropulos Affair (opera)
  • Opera by Leoš Janáček

    Makropulos Affair (also The Makropoulos Case, The Makropulos Secret, or in Czech: Věc Makropulos, lit. 'The Makropulos Thing') is a Czech opera in 3 acts, with

    The Makropulos Affair (opera)

    The Makropulos Affair (opera)

    The_Makropulos_Affair_(opera)

  • Epicyclic frequency
  • Characteristic of accretion discs

    {\displaystyle {\ddot {\vec {r}}}+\delta {\ddot {\vec {r}}}=-{\vec {\nabla }}\Phi _{\text{eff}}({\vec {r}}+\delta {\vec {r}})\approx -{\vec {\nabla }}\Phi _{\text{eff}}({\vec

    Epicyclic frequency

    Epicyclic_frequency

  • Results of the 2024 Victorian local elections in South-Eastern Melbourne
  • 2024. "Bayside City Council results". VEC. Retrieved 10 November 2024. "Cardinia Shire Council election". VEC. Retrieved 22 September 2024. "Cardinia

    Results of the 2024 Victorian local elections in South-Eastern Melbourne

    Results_of_the_2024_Victorian_local_elections_in_South-Eastern_Melbourne

  • Talimogene laherparepvec
  • Gene therapy medication

    Talimogene laherparepvec (T-VEC), sold under the brand name Imlygic among others, is a biopharmaceutical medication used to treat melanoma that cannot

    Talimogene laherparepvec

    Talimogene laherparepvec

    Talimogene_laherparepvec

  • Helmholtz's theorems
  • 3D motion of fluid near vortex lines

    ⋅ d s → {\displaystyle \Gamma =\int _{A}{\vec {\omega }}\cdot {\vec {n}}dA=\oint _{c}{\vec {u}}\cdot d{\vec {s}}} where Γ {\displaystyle \Gamma } is also

    Helmholtz's theorems

    Helmholtz's_theorems

  • Steiner ellipse
  • Circumellipse of a triangle whose center is the triangle's centroid

    2 {\displaystyle \cot(2t_{0})={\frac {{\vec {f}}_{1}^{\,2}-{\vec {f}}_{2}^{\,2}}{2{\vec {f}}_{1}\cdot {\vec {f}}_{2}}}\quad } with f → 1 = S C → , f

    Steiner ellipse

    Steiner ellipse

    Steiner_ellipse

  • Junior M.A.F.I.A.
  • American hip-hop group

    B.I.G. to Versace and Moschino styled rap lyrics, Mr. Bristal, Chico Del Vec, and Lil' Kim, (a.k.a. Big Momma and or The Lieutenant), the only female

    Junior M.A.F.I.A.

    Junior_M.A.F.I.A.

  • Van Hove singularity
  • Special point in the density of states of a crystal

    {\displaystyle {\vec {A}}\cdot {\vec {p}}} where A → {\displaystyle {\vec {A}}} is the vector potential and p → {\displaystyle {\vec {p}}} is the momentum

    Van Hove singularity

    Van_Hove_singularity

  • Channel state information
  • Known channel properties of a communication link

    as vec ( H estimate ) ∼ C N ( vec ( H ) , R error ) {\displaystyle {\mbox{vec}}(\mathbf {H} _{\textrm {estimate}})\sim {\mathcal {CN}}({\mbox{vec}}(\mathbf

    Channel state information

    Channel_state_information

  • Results of the 2024 Victorian local elections in Barwon South West
  • results". VEC. Retrieved 7 November 2024. "Corangamite Shire Council". VEC. Retrieved 2 October 2024. "Corangamite Shire Council election candidates". VEC. Retrieved

    Results of the 2024 Victorian local elections in Barwon South West

    Results_of_the_2024_Victorian_local_elections_in_Barwon_South_West

  • Anomalous velocity
  • Concept in condensed matter physics

    {\displaystyle \Psi _{\vec {k}}({\vec {r}},t)=u_{\vec {k}}({\vec {r}})e^{i\int ^{t}dt'\left({\vec {k}}\cdot {\dot {\vec {r}}}-{\tilde {\omega }}_{\vec {k}}\right)}}

    Anomalous velocity

    Anomalous_velocity

  • 2022 Victorian state election
  • Election for the 60th Parliament of Victoria

    district. The election was conducted by the Victorian Electoral Commission (VEC), an independent body answerable to parliament. Pursuant to the Electoral

    2022 Victorian state election

    2022 Victorian state election

    2022_Victorian_state_election

  • Piecewise linear function
  • Type of mathematical function

    ⋅ x → + b . {\displaystyle f({\vec {x}})=\min _{\Sigma \in \Pi }\max _{({\vec {a}},b)\in \Sigma }{\vec {a}}\cdot {\vec {x}}+b.} If f {\displaystyle f}

    Piecewise linear function

    Piecewise_linear_function

  • Mueller calculus
  • System for describing optical polarization

    i {\displaystyle {\vec {S}}_{i}} and then passes through an optical element M and comes out in a state S → o {\displaystyle {\vec {S}}_{o}} , then it

    Mueller calculus

    Mueller_calculus

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