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EI Q

  • Ei-Q
  • Japanese artist (1911–1960)

    Ei-Q (瑛九, Eikyū; April 28, 1911 – March 10, 1960, in English occasionally "Q. Ei" or "Ei Kyu") was a Japanese artist who worked in a variety of media,

    Ei-Q

    Ei-Q

  • AQ
  • Topics referred to by the same term

    of water, a unit of pressure AQA (disambiguation) Aqua (disambiguation) Ei-Q (1911–1960), photographer QA (disambiguation) This disambiguation page lists

    AQ

    AQ

  • Ei (name)
  • Name list

    element in any position. Ei-Q (born 1911), Japanese artist Ei Hisatora (1558–1587), Japanese samurai of the Sengoku period Rokusuke Ei (1933–2016), Japanese

    Ei (name)

    Ei (name)

    Ei_(name)

  • Surrealism and Photography in 1930s Japan
  • 2020 book by Jelena Stojković

    photography and Surrealism. She notes that photographers such as Iwata Nakayama, Ei-Q and Nakaji Yasui had been the subjects of retrospective exhibitions, but

    Surrealism and Photography in 1930s Japan

    Surrealism_and_Photography_in_1930s_Japan

  • Clifford algebra
  • Algebra based on a vector space with a quadratic form

    form ⟨ei,ej⟩=0 for i≠j, and ⟨ei,ei⟩=Q(ei). The fundamental Clifford identity implies that for an orthogonal basis eiej=−ejei for i≠j, and ei2=Q(ei). This

    Clifford algebra

    Clifford_algebra

  • Shin-Ei Animation
  • Japanese animation studio

    Shin-Ei Animation Co., Ltd. (Japanese: シンエイ動画株式会社, Hepburn: Shīn'eī Dōga Kabushiki-gaisha), also simply known as Shin-ei (シンエイ, Shīn'eī) is a Japanese

    Shin-Ei Animation

    Shin-Ei Animation

    Shin-Ei_Animation

  • Self-buckling
  • Failure of a column to support its weight

    d 3 w d x 3 = q ∫ 0 x ( − d w d x ) d x = − q x d w d x {\displaystyle {\begin{aligned}EI{\mathrm {d} ^{3}w \over \mathrm {d} x^{3}}&=q\int _{0}^{x}\left(-{\mathrm

    Self-buckling

    Self-buckling

  • Timoshenko–Ehrenfest beam theory
  • Model of shear deformation and bending effects

      d 4 w d x 4 = q ( x ) − E I κ A G   d 2 q d x 2 {\displaystyle EI~{\cfrac {\mathrm {d} ^{4}w}{\mathrm {d} x^{4}}}=q(x)-{\cfrac {EI}{\kappa AG}}~{\cfrac

    Timoshenko–Ehrenfest beam theory

    Timoshenko–Ehrenfest beam theory

    Timoshenko–Ehrenfest_beam_theory

  • Gaussian units
  • Variant of the centimetre–gram–second unit system

    example, the electric field of a stationary point charge has the ISQ formula 𝐄I=qI4πε0r2𝐫̂, where r is distance, and the "I" superscript indicates that the

    Gaussian units

    Gaussian units

    Gaussian_units

  • Avant-Garde Rising: The Photographic Vanguard in Modern Japan
  • 2022 exhibition at the Tokyo Photographic Art Museum

    and that related activity extended to other groups such as those around Ei-Q and Kōshirō Onchi. The museum also connected these developments to the later

    Avant-Garde Rising: The Photographic Vanguard in Modern Japan

    Avant-Garde_Rising:_The_Photographic_Vanguard_in_Modern_Japan

  • Eikoh Hosoe
  • Japanese photographer (1933–2024)

    Hosoe joined "Demokrato," an avant-garde artists' group led by the artist Ei-Q. In the late 1950s, after graduating from Tokyo College of Photography, Hosoe

    Eikoh Hosoe

    Eikoh Hosoe

    Eikoh_Hosoe

  • Yukihisa Isobe
  • Japanese artist (born 1936)

    landscape. Isobe was born in Tokyo in 1935. After being introduced to the artist Ei-Q while a student at Ueno high school, he joined the Demokrato artists association

    Yukihisa Isobe

    Yukihisa_Isobe

  • Fourier series
  • Decomposition of periodic functions

    vectors 𝐐=m1𝐛1+m2𝐛2+m3𝐛3,f(𝐫)=∑𝐐c(𝐐)ei𝐐⋅𝐫, and the coefficients arec(𝐐)=1a3∫0a3dx31a2∫0a2dx21a1∫0a1dx1f(x1𝐚1a1+x2𝐚2a2+x3𝐚3a3)e−i𝐐⋅𝐫. The

    Fourier series

    Fourier series

    Fourier_series

  • Bending
  • Strain caused by an external load

    applied transverse load q ( x ) {\displaystyle q(x)} , it can be shown that: E I   d 4 w ( x ) d x 4 = q ( x ) {\displaystyle EI~{\cfrac {\mathrm {d} ^{4}w(x)}{\mathrm

    Bending

    Bending

    Bending

  • EIQ
  • Topics referred to by the same term

    EIQ may refer to: Ei-Q (1911–1960), Japanese artist EIQ Energy, an American solar energy company Emotional intelligence quotient This disambiguation page

    EIQ

    EIQ

  • List of Japanese photographers
  • Arita Masanori Ashida Ōno Benkichi Teisuke Chiba Yasuyoshi Chiba Ken Domon Ei-Q T. Enami Hakuyō Fuchikami Atsushi Fujiwara Mitsutarō Fuku Katsuji Fukuda

    List of Japanese photographers

    List_of_Japanese_photographers

  • Sutezo Otono
  • Japanese photographer (1905–1988)

    Metropolitan Museum of Photography, Akiko Okatsuka, notes that “Otono Sutezo and Ei-Q stand out among the many Japanese photographers who explored the possibilities

    Sutezo Otono

    Sutezo_Otono

  • Quantum group
  • Algebraic construct of interest in theoretical physics

    example, Δ1(kλ)=kλ⊗kλΔ1(ei)=1⊗ei+ei⊗kiΔ1(fi)=ki−1⊗fi+fi⊗1Δ2(kλ)=kλ⊗kλΔ2(ei)=ki−1⊗ei+ei⊗1Δ2(fi)=1⊗fi+fi⊗kiΔ3(kλ)=kλ⊗kλΔ3(ei)=ki−12⊗ei+ei⊗ki12Δ3(fi)=ki−12⊗fi+fi⊗ki12

    Quantum group

    Quantum group

    Quantum_group

  • Obake no Q-Tarō
  • Japanese manga series

    Obake no Q-Tarō (Japanese: オバケのQ太郎, Hepburn: Obake no Kyū-Tarō) is a Japanese manga series by Fujiko Fujio about the titular obake, Q-Taro, who lives with

    Obake no Q-Tarō

    Obake_no_Q-Tarō

  • Yingjiu
  • Topics referred to by the same term

    which given name in Chinese character can be transliterated to Hanyu Pinyin: Ei-Q (瑛九) (pinyin: Yīngjiǔ; 1911–1960), Japanese artist Lee Young-gu (李映九) (pinyin:

    Yingjiu

    Yingjiu

  • Del in cylindrical and spherical coordinates
  • Mathematical gradient operator in certain coordinate systems

    coordinates as ∂i𝐀⊗𝐞i. An alternative definition is 𝐞i⊗∂i𝐀. ^γ Defined in Cartesian coordinates as 𝐞i⋅∂i𝐓. An alternative definition is ∂i𝐓⋅𝐞i. div⁡grad⁡f≡∇⋅∇f≡∇2f

    Del in cylindrical and spherical coordinates

    Del_in_cylindrical_and_spherical_coordinates

  • Photography in Japan
  • monograph, the Reason for Sleep (Nemuri no Riyū, 眠りの理由) was published by Ei-Q. In 1937, the touring exhibition Kaigai Chōgenjitsushugi Sakuhin Ten (Exhibition

    Photography in Japan

    Photography_in_Japan

  • Euler–Bernoulli beam theory
  • Method for load calculation in construction

    section must be at y=z=0. Often, the product EI (known as the flexural rigidity) is a constant, so that EId4wdx4=q(x). This equation, describing the deflection

    Euler–Bernoulli beam theory

    Euler–Bernoulli beam theory

    Euler–Bernoulli_beam_theory

  • List of painters by name beginning with "E"
  • rustic and historical paintings József Egry (1883–1951), Hungarian painter Ei-Q (瑛九, 1911–1960), Japanese artist, photographer and engraver Louis Eilshemius

    List of painters by name beginning with "E"

    List of painters by name beginning with

    List_of_painters_by_name_beginning_with_"E"

  • Ay-O
  • Japanese artist (born 1931)

    career in the Demokrato Artists Association (デモクラート美術家協会), along with artists Ei-Q and On Kawara and the photographer Eikoh Hosoe (Demokrato is Esperanto for

    Ay-O

    Ay-O

    Ay-O

  • Shigeru Izumi
  • Japanese artist

    demokurato bijutsu kyokai (Democratic Artists Association) with fellow artists Ei-Q and Yoshio Hayakawa. In 1959 he traveled to New York where he was guest professor

    Shigeru Izumi

    Shigeru_Izumi

  • Takeji Iwamiya
  • Japanese photographer

    Masaya Nakamura, and Iwamiya) "Ei-Q to Demokurāto-ten" (瑛九とデモクラート展). Umeda Kindai Bijutsukan (梅田近代美術館), 1974. (On Ei-Q and the "Democrat" group) "Butsuzō

    Takeji Iwamiya

    Takeji_Iwamiya

  • Very smooth hash
  • Cryptographic hash function

    problem: given p, find integers e1,…,ek such that 2e1≡∏i=2kpiei(modp) with |ei| < q for i = 1, …, k and at least one of e1,…,ek is non-zero. The VSDL assumption

    Very smooth hash

    Very_smooth_hash

  • Pseudo-Euclidean space
  • Space in mathematics and theoretical physics

    positive-definite. When 0 < k < n, q is an isotropic quadratic form. If 1 ≤ i ≤ k < j ≤ n, then q(ei + ej) = 0, so that ei + ej is a null vector. In a pseudo-Euclidean

    Pseudo-Euclidean space

    Pseudo-Euclidean_space

  • Parity (physics)
  • Symmetry of spatially mirrored systems

    eigenstates by phases eiϕ. If 𝒫̂2 is an element eiQ of a continuous U(1) symmetry group of phase rotations, then e−iQ is part of this U(1) and so is also a symmetry

    Parity (physics)

    Parity_(physics)

  • The True Story of Ah Q
  • 1921–1922 novella by Lu Xun

    The True Story of Ah Q is an episodic novella written by Lu Xun, first published as a serial between December 4, 1921 and February 12, 1922. It was later

    The True Story of Ah Q

    The True Story of Ah Q

    The_True_Story_of_Ah_Q

  • Conjugate beam method
  • Engineering method deriving slope and displacement of a beam

    the external load w compares with the M/EI diagram. Below is a shear, moment, and deflection diagram. A M/EI diagram is a moment diagram divided by the

    Conjugate beam method

    Conjugate beam method

    Conjugate_beam_method

  • Toshiko Uchima
  • Japanese-American artist (1918–2000)

    artists in different media founded by noted Japanese avant-garde artist Ei Q. As a member of Demokrāto, she made the acquaintance of, among others, art

    Toshiko Uchima

    Toshiko_Uchima

  • E
  • Fifth letter of the Latin alphabet

    either diphthongs or monophthongs, such as ⟨ea⟩ or ⟨ee⟩ for /iː/ or /eɪ/ in English, ⟨ei⟩ for /aɪ/ in German, and ⟨eu⟩ for /ø/ in French or /ɔɪ/ in German

    E

    E

    E

  • The ABC Song
  • Song that teaches an alphabet

    beats) A, B, C, D, E, F, G... (/eɪ biː siː diː iː ɛf dʒiː/) H, I, J, K, L, M, N... (/(h)eɪtʃ aɪ dʒeɪ keɪ ɛl ɛm ɛn/) O, P, Q, R, S, T, U... (/oʊ piː kjuː

    The ABC Song

    The_ABC_Song

  • Euler's formula
  • Complex exponential in terms of sine and cosine

    For example: cos⁡xcos⁡y=eix+e−ix2⋅eiy+e−iy2=12⋅ei(x+y)+ei(x−y)+ei(−x+y)+ei(−x−y)2=12(ei(x+y)+e−i(x+y)2+ei(x−y)+e−i(x−y)2)=12(cos⁡(x+y)+cos⁡(x−y)). Another

    Euler's formula

    Euler's formula

    Euler's_formula

  • Serre's theorem on a semisimple Lie algebra
  • generated by the 3n elements ei,fi,hi (for 1≤i≤n) and relations: [hi,hj]=0, [ei,fj]=δijhi, [hi,ej]=⟨αi,αj⟩ej,[hi,fj]=−⟨αi,αj⟩fj, ad⁡(ei)−⟨αi,αj⟩+1(ej)=0,i≠j,

    Serre's theorem on a semisimple Lie algebra

    Serre's_theorem_on_a_semisimple_Lie_algebra

  • Hachijō language
  • Japonic language

    kuwa). *ie → ei, seen in several Class 2 verbs such as *kierowa → keirowa "to disappear" (related to Old Japanese 消ゆ ki1yu, ki1ye-). *ue → ei, seen in words

    Hachijō language

    Hachijō language

    Hachijō_language

  • Tōru Kōno
  • Japanese photographer

    participates in the formation of the Democratic Artists Association with Ei-Q. Other members at the time included Kei Mori, Shigeru Izumi, Yoshio Hayakawa

    Tōru Kōno

    Tōru_Kōno

  • Vector calculus identities
  • Mathematical identities

    ∇⋅(𝐀×𝐁)=𝐞i∂i⋅(𝐀×𝐁)=𝐞i⋅∂i(𝐀×𝐁)=𝐞i⋅(∂i𝐀×𝐁+𝐀×∂i𝐁)=𝐞i⋅(∂i𝐀×𝐁)+𝐞i⋅(𝐀×∂i𝐁)=(𝐞i×∂i𝐀)⋅𝐁+(𝐞i×𝐀)⋅∂i𝐁=(𝐞i×∂i𝐀)⋅𝐁−(𝐀×𝐞i)⋅∂i𝐁=(𝐞i

    Vector calculus identities

    Vector_calculus_identities

  • Partition function (statistical mechanics)
  • Function in thermodynamics and statistical physics

    is the Boltzmann constant; Ei is the total energy of the system in the respective microstate. The exponential factor e−βEi is otherwise known as the Boltzmann

    Partition function (statistical mechanics)

    Partition function (statistical mechanics)

    Partition_function_(statistical_mechanics)

  • Éleuthère Irénée du Pont
  • French-American chemist and industrialist (1771–1834)

    association was signed on 21 April 1801, and the company was christened E.I. du Pont de Nemours & Company since it was its namesake's ingenuity that

    Éleuthère Irénée du Pont

    Éleuthère Irénée du Pont

    Éleuthère_Irénée_du_Pont

  • Ninja Hattori-kun
  • Japanese manga series by Fujiko A. Fujio

    anime series by Shin-Ei Animation, airing on TV Asahi from 1981 to 1987; a video game by Hudson Soft; four anime films by Shin-Ei and a live-action film

    Ninja Hattori-kun

    Ninja_Hattori-kun

  • Q value (nuclear science)
  • Amount of energy absorbed/released in a nuclear reaction

    between the initial and final energy of a nuclear process (Ei=Ef), enables the general definition of Q based on the mass–energy equivalence. For any radioactive

    Q value (nuclear science)

    Q_value_(nuclear_science)

  • Spin group
  • Double cover Lie group of the special orthogonal group

    considering v⊗v for v=ei+ej. Then in 𝔰𝔭𝔦𝔫(n) we have that the Lie commutator [ei⊗ej,ej⊗ek]=2ei⊗ek and [ei⊗ej,ek⊗el]=0, so ei⊗ej→2ei⊗ej−2ej⊗ei gives the isomorphism

    Spin group

    Spin group

    Spin_group

  • Symmetric bilinear form
  • Concept in mathematics

    We define a new basis C′={e'1,…,e'n} e'i={eiif B(ei,ei)=0eiB(ei,ei)if B(ei,ei)>0ei−B(ei,ei)if B(ei,ei)<0 Now, the new matrix representation A will be a

    Symmetric bilinear form

    Symmetric_bilinear_form

  • Deflection (engineering)
  • Degree to which part of a structural element is displaced under a given load

    distributed load q {\displaystyle q} , the above expression can be written as: E I   d 4 w ( x ) d x 4 = q ( x ) {\displaystyle EI~{\frac {\mathrm {d}

    Deflection (engineering)

    Deflection (engineering)

    Deflection_(engineering)

  • List of Latin-script digraphs
  • Reh. ⟨ei⟩ This digraph was taken over from Middle High German, where it represented /ei/. It usually represents a diphthong. In Modern German, ⟨ei⟩ is predominant

    List of Latin-script digraphs

    List_of_Latin-script_digraphs

  • Orthonormal basis
  • Specific linear basis (mathematics)

    ψℬ:(V,ϕ)→(ℝn,δij). Explicitly we can write (ψℬ(v))i=ei(v)=ϕ(ei,v) where ei is the dual basis element to ei. The inverse is a component map Cℬ:ℝn→V,(vi)↦∑i=1nviei

    Orthonormal basis

    Orthonormal_basis

  • Moment distribution method
  • Structural analysis technique for statically indeterminate structures

    {\displaystyle M_{BA}=3{\frac {EI}{L}}d_{1}-P{\frac {ab(L+a)}{2L^{2}}}=-11.569} M B C = − 4 2 E I L d 1 − 2 2 E I L d 2 − q L 2 12 = − 11.569 {\displaystyle

    Moment distribution method

    Moment_distribution_method

  • Symmetric cone
  • Open convex self-dual cones

    operators Q(a) where a = Σ λi ei with λi > 0. A is closed in P and hence G. If b =Σ μi ei with μi > 0, then Q(ab)=Q(a)Q(b). 𝔭 and P are the union of

    Symmetric cone

    Symmetric_cone

  • Bremsstrahlung
  • Electromagnetic radiation due to deceleration of charged particles

    𝐪|4×[𝐩f2sin2Θf(Ef−c|𝐩f|cos⁡Θf)2(4Ei2−c2𝐪2)+𝐩i2sin2Θi(Ei−c|𝐩i|cos⁡Θi)2(4Ef2−c2𝐪2)+2ℏ2ω2𝐩i2sin2Θi+𝐩f2sin2Θf(Ef−c|𝐩f|cos⁡Θf)(Ei

    Bremsstrahlung

    Bremsstrahlung

    Bremsstrahlung

  • Continuous-time Markov chain
  • Probability concept

    variables, which are independent and such that Ei,j∼Exp(qi,j) for i≠j where the parameters are given by the Q-matrix Q=(qi,j) [−6334−128153−18]. Each non-diagonal

    Continuous-time Markov chain

    Continuous-time_Markov_chain

  • Minor (linear algebra)
  • Determinant of a subsection of a square matrix

    J=det⁡((Aip,jq)p,q=1,…,k). A simple proof can be given using the wedge product. Indeed, [𝐀−1]I,J(e1∧…∧en)=±(𝐀−1ej1)∧…∧(𝐀−1ejk)∧ei'1∧…∧ei'n−k, where

    Minor (linear algebra)

    Minor_(linear_algebra)

  • Pinyin
  • Romanization scheme for Standard Chinese

    consonant plus w/u or y/i medial: wen → C+un, wei → C+ui, weng → C+ong, and you → Q+iu. In each cell below, the first line indicates the International Phonetic

    Pinyin

    Pinyin

  • Electron ionization
  • Ionization technique

    Electron ionization (EI, formerly known as electron impact ionization and electron bombardment ionization) is an ionization method in which energetic electrons

    Electron ionization

    Electron ionization

    Electron_ionization

  • English Phonotypic Alphabet
  • 19th century phonetic alphabet for the English language

    "abash". It was also found as the first vowel in "articulate", whereas 𝽪ɋ was intended for the vowel of "arm". There was a sequence ai/𝽫i in 1856 and

    English Phonotypic Alphabet

    English Phonotypic Alphabet

    English_Phonotypic_Alphabet

  • Intelligence quotient
  • Score from a test designed to assess intelligence

    is the Triple Nine Society. Emotional competence Emotional intelligence (EI), also known as emotional quotient (EQ) Raven's Progressive Matrices Stanford–Binet

    Intelligence quotient

    Intelligence quotient

    Intelligence_quotient

  • Perfect number
  • Number equal to the sum of its proper divisors

    known about the exponents ⁠e1,…,ek⁠: Not all ⁠ei≡1(mod3)⁠. Not all ⁠ei≡2(mod5)⁠. If all ei≡1(mod3) or ⁠ei≡2(mod5)⁠, then the smallest prime factor of ⁠N⁠

    Perfect number

    Perfect number

    Perfect_number

  • English alphabet
  • 26-letter Latin-script alphabet

    stabilised: A a B b C c D d E e F f G g H h I i J j K k L l M m N n O o P p Q q R r S s T t U u V v W w X x Y y Z z There are 5 vowel letters (A, E, I, O

    English alphabet

    English alphabet

    English_alphabet

  • Holomorphic vector bundle
  • Complex vector bundle on a complex manifold

    ∇ by ∇s = ds + ω · s. Now, since ω‾T=∂‾h⋅h−1, d⟨ei,ej⟩=∂hij+∂‾hij=⟨ωikek,ej⟩+⟨ei,ωjkek⟩=⟨∇ei,ej⟩+⟨ei,∇ej⟩. That is, ∇ is compatible with metric structure

    Holomorphic vector bundle

    Holomorphic_vector_bundle

  • Fredholm kernel
  • Fredholm kernel has a representation in the form X=∑{i}λiei∗⊗ei with ei∈B and ei∗∈B∗ such that ‖ei‖=‖ei∗‖=1 and ∑{i}|λi|<∞. Associated with each such kernel is

    Fredholm kernel

    Fredholm_kernel

  • Enochian
  • Occult language

    LA, LI, LIL 2 – V, VI-I-V, VI-VI 3 – D, R 4 – S, ES 5 – O 6 – N, NORZ 7 – Q 8 – P 9 – M, EM 10 – X However, Enochian texts contain larger numbers written

    Enochian

    Enochian

    Enochian

  • Euphoria (visual novel)
  • 2011 video game

    by a mysterious voice in order to escape. The scenario was written by Asou Ei (浅生詠), a writer known for dark, psychologically heavy stories, who later went

    Euphoria (visual novel)

    Euphoria_(visual_novel)

  • Orthogonal coordinates
  • Set of coordinates where the coordinate hypersurfaces all meet at right angles

    vectors are notated with a hat and obtained by dividing by the length: 𝐞̂i=𝐞ihi=𝐞i|𝐞i| A vector field may be specified by its components with respect to

    Orthogonal coordinates

    Orthogonal coordinates

    Orthogonal_coordinates

  • Euler's identity
  • Mathematical equation linking e, i and π

    e13(i±j±k)π+1=0. More generally, let q be a quaternion with a zero real part and a norm equal to 1; that is, q=ai+bj+ck, with a2+b2+c2=1. Then one has

    Euler's identity

    Euler's identity

    Euler's_identity

  • E-values
  • Statistical concept

    family of e-variables for single outcomes, Ei,λ:=1+λ(Xi−μ), for any λ∈[−1/(1−μ),1/μ] (these are the λ for which Ei,λ is guaranteed to be nonnegative). We

    E-values

    E-values

  • Pauli matrices
  • Matrices important in quantum mechanics and the study of spin

    extended to quaternions. In particular, ei a σ1=(cos⁡ai sin⁡ai sin⁡acos⁡a) ,ei a σ2=(cos⁡asin⁡a−sin⁡acos⁡a) ,ei a σ3=(ei a00e−i a) . Note that det⁡[ i a (n̂⋅σ→) ]=a2 

    Pauli matrices

    Pauli matrices

    Pauli_matrices

  • Qubit
  • Basic unit of quantum information

    of freedom. One possible choice is that of Hopf coordinates: α=eiδcos⁡θ2,β=ei(δ+φ)sin⁡θ2. Additionally, for a single qubit, the global phase of the state

    Qubit

    Qubit

    Qubit

  • Continuum mechanics
  • Branch of physics which studies the behavior of materials modeled as continuous media

    configuration. Also, 𝜵∘𝐯=∑i,j=13∂vi∂Xj𝐄i⊗𝐄j=vi,j𝐄i⊗𝐄j ;𝜵∘⋅𝐯=∑i=13∂vi∂Xi=vi,i ;𝜵∘⋅𝑺=∑i,j=13∂Sij∂Xj 𝐄i=Sij,j 𝐄i where 𝐯 is a vector field, 𝑺 is

    Continuum mechanics

    Continuum_mechanics

  • Musk family
  • South African-Canadian-American family

    first came out as transgender in 2020. X Æ A-Xii Musk (/ˈɛks eɪ.aɪ eɪ twɛlv/ or /ˈɛks æʃ eɪ twɛlv/; born May 4, 2020) is the eldest child of Elon Musk and

    Musk family

    Musk_family

  • Quaternion
  • Four-dimensional number system

    𝐪=(r,v→)=±(12(‖𝐪‖+r), v→‖v→‖12(‖𝐪‖−r)), where ‖v→‖=v→⋅v→ is the norm of v→ and ‖𝐪‖=𝐪∗𝐪=r2+‖v→‖2 is the norm of 𝐪. For any scalar quaternion 𝐪

    Quaternion

    Quaternion

    Quaternion

  • Curvature of Riemannian manifolds
  • Notion in geometry

    tensor; given an orthonormal basis {ei} in the tangent space at a point we have S=∑i,j⟨R(ei,ej)ej,ei⟩=∑i⟨Ric(ei),ei⟩, where ⁠Ric⁠ denotes the Ricci tensor

    Curvature of Riemannian manifolds

    Curvature of Riemannian manifolds

    Curvature_of_Riemannian_manifolds

  • Dougan
  • Firm variety of tofu

    https://www.google.co.kr/search?q=%E8%B1%86%E5%B9%B2&newwindow=1&es_sm=122&source=lnms&tbm=isch&sa=X&ei=NOt7U8v9McGcugT8j4C4Ag&ved=0CAgQ_AUoAQ&biw=1280&bih=899

    Dougan

    Dougan

    Dougan

  • Cross product
  • Mathematical operation on vectors in 3D space

    cross product with unit vectors. That is, [𝐚]×,i=𝐚×𝐞̂𝐢,i∈{1,2,3} or [𝐚]×=∑i=13(𝐚×𝐞̂𝐢)⊗𝐞̂𝐢, where ⊗ is the outer product operator. Also, if a is

    Cross product

    Cross product

    Cross_product

  • Retatrutide
  • Chemical compound

    doi:10.1056/NEJMoa2604169. PMID 42814954. Bellido V, le Roux CW, Ekinci EI, Bjornstad P, Frias JP, Giblin K, et al. (October 2026). "Retatrutide in adults

    Retatrutide

    Retatrutide

    Retatrutide

  • Dutch orthography
  • Spelling and punctuation of the Dutch language

    ⟨y⟩ as the 25th letter of the alphabet. Normally, ⟨y⟩ is generally called /ɛi̯/. However, when it is used in common speech and/or the need arises to distinguish

    Dutch orthography

    Dutch_orthography

  • Fundamental thermodynamic relation
  • Equations on thermodynamic quantities

    (∂S∂T)V=−kB∑iZ⋅∂f(Ei,T)∂T⋅log⁡f(Ei,T)−∂Z∂T⋅f(Ei,T)⋅log⁡f(Ei,T)Z2=−kB∑i∂∂T(f(Ei,T)Z)⋅log⁡f(Ei,T) Considering that ⟨E⟩=∑if(Ei,T)Z⋅Ei we have d⟨E⟩=∑i∂∂T(f(Ei,T)Z)⋅Ei⋅dT

    Fundamental thermodynamic relation

    Fundamental thermodynamic relation

    Fundamental_thermodynamic_relation

  • Euclidean space
  • Fundamental space of geometry

    dimension one), that is a basis (e1,…,en) of unit vectors (‖ei‖=1) that are pairwise orthogonal (ei⋅ej=0 for i ≠ j). More precisely, given any basis (b1,…

    Euclidean space

    Euclidean space

    Euclidean_space

  • Path-integral formulation
  • Formulation of quantum mechanics

    respect to q. So consider two states separated in time and act with the operator corresponding to the Lagrangian: ei[p(q(t+ε)−q(t))−εH(p,q)]. If the multiplications

    Path-integral formulation

    Path-integral_formulation

  • Y
  • Twenty-fifth letter of the Latin alphabet

    words, as in money, key, valley As non-syllabic [ɪ̯] (part of the diphthongs /eɪ/, /ɔɪ/): after vowels at the end of words, as in play, grey, boy As /ɪ/: in

    Y

    Y

    Y

  • Mongolian script multigraphs
  • Letter combinations used for the Mongolian language when written in the Mongolian script

    this dictionary uses the transliterations c, ø, x, y, z, ai, and ei; instead of č, ö, q, ü, ǰ, ayi, and eyi; as well as problematically and incorrectly

    Mongolian script multigraphs

    Mongolian script multigraphs

    Mongolian_script_multigraphs

  • Whitehead's lemma (Lie algebra)
  • w=∑eif(ei), which is a vector in V. Then xw=∑ieixf(ei)+∑i[x,ei]f(ei). Now, [x,ei]=∑j([x,ei],ej)ej=−∑j([x,ej],ei)ej and, since [x,ej]=∑i([x,ej],ei)ei, the

    Whitehead's lemma (Lie algebra)

    Whitehead's_lemma_(Lie_algebra)

  • K
  • Eleventh letter of the Latin alphabet

    named ce (pronounced /keː/) and Q, named qu and pronounced /kuː/. In the earliest Latin inscriptions, the letters C, K and Q were all used to represent the

    K

    K

    K

  • Cartesian tensor
  • Representation of a tensor in Euclidean space

    𝐞¯i⋅𝐞¯j=𝐞i⋅𝐞j=δij,|𝐞i|=|𝐞¯i|=1, projecting x to the x axes: x¯i=𝐞¯i⋅𝐱=𝐞¯i⋅xj𝐞j=xi𝖫ij, projecting x to the x axes: xi=𝐞i⋅𝐱=𝐞i⋅x¯j𝐞¯j=x¯j(𝖫−1)ji

    Cartesian tensor

    Cartesian tensor

    Cartesian_tensor

  • Romanization of Persian
  • Representation of the Persian language with the Latin script

    BGN/PCGN (1958), the BGN/PCGN romanization. EI (1960), the system used in early editions of Encyclopædia Iranica. EI (2012), its contemporary modification.

    Romanization of Persian

    Romanization of Persian

    Romanization_of_Persian

  • Dianna Agron
  • American actress and singer (born 1986)

    Dianna Elise Agron (/ˈeɪ.ɡrɒn/ AY-gron; born April 30, 1986) is an American actress and singer. After early attention with recurring television roles

    Dianna Agron

    Dianna Agron

    Dianna_Agron

  • QR decomposition
  • Matrix decomposition

    𝐚3⟩𝐞2+⟨𝐞3,𝐚3⟩𝐞3⋮𝐚k=∑j=1k⟨𝐞j,𝐚k⟩𝐞j where ⟨𝐞i,𝐚i⟩=‖𝐮i‖. This can be written in matrix form: A=QR where: Q=[𝐞1⋯𝐞n] and R=[⟨𝐞1,𝐚1⟩⟨𝐞1,𝐚2⟩⟨𝐞1,𝐚3⟩⋯⟨𝐞1

    QR decomposition

    QR_decomposition

  • Navier–Stokes existence and smoothness
  • Millennium Prize Problem

    now are periodic in the space variables of period 1. More precisely, let ei be the unitary vector in the i- direction: e1=(1,0,0),e2=(0,1,0),e3=(0,0,1)

    Navier–Stokes existence and smoothness

    Navier–Stokes existence and smoothness

    Navier–Stokes_existence_and_smoothness

  • Peierls substitution
  • Method to include magnetic fields in tight-binding models

    𝐓y†𝐓x†𝐓y𝐓x|ψ⟩=𝐓y†𝐓x†𝐓y|i+1,j⟩eiθi,jx=𝐓y†𝐓x†|i+1,j+1⟩ei(θi,jx+θi+1,jy)=𝐓y†|i,j+1⟩ei(θi,jx+θi+1,jy−θi,j+1x)=|i,j⟩ei(θi,jx+θi+1,jy−θi,j+1x−θi,jy)=|i,j⟩ei2πϕm,n.

    Peierls substitution

    Peierls_substitution

  • Dual space
  • In mathematics, vector space of linear forms

    basis sets allows any point 𝐱∈V to be represented as 𝐱=∑i⟨𝐱,𝐞i⟩𝐞i=∑i⟨𝐱,𝐞i⟩𝐞i, even when the basis vectors are not orthogonal to each other. Strictly

    Dual space

    Dual_space

  • Greatest common divisor
  • Largest integer that divides given integers

    factorizations of a = p1e1 p2e2 ⋅⋅⋅ pmem and b = p1f1 p2f2 ⋅⋅⋅ pmfm where ei ≥ 0 and fi ≥ 0, then the GCD of a and b is gcd(a,b) = p1min(e1,f1) p2min(e2

    Greatest common divisor

    Greatest_common_divisor

  • Han Chinese
  • East Asian ethnic group

    Chien-Hsiun; Yang, Jenn-Hwai; Chiang, Charleston W.K.; Hsiung, Chia-Ni; Wu, Pei-Ei; Chang, Li-Ching; Chu, Hou-Wei; Chang, Josh; Song, I-Wen; Yang, Show-Ling;

    Han Chinese

    Han Chinese

    Han_Chinese

  • List of Latin phrases (full)
  • And Moderation". Forbes. Retrieved 21 June 2013. Quintus Horatius Flaccus. "Q. Horati Flacci Epistvlarvm Liber Secvndvs" (in Latin). Latin Library. Retrieved

    List of Latin phrases (full)

    List_of_Latin_phrases_(full)

  • List of video games released in 2026
  • August 10, 2026. "オトメイト新作「マツリカの炯-kEi- 天命華燭伝」プレイムービー公開!" [Otomate releases a PV for its upcoming game "Matsurika no Kei -kEi- Tenmei Kashokuden"]. Idea Factory

    List of video games released in 2026

    List_of_video_games_released_in_2026

  • German alphabet
  • German form of the Latin alphabet

    likewise st and ch are treated as single letters, but the vocalic digraphs ai, ei (historically ay, ey), au, äu, eu and the historic ui and oi never are. A:

    German alphabet

    German alphabet

    German_alphabet

  • Suppes–Lemmon notation
  • Notation system for natural deductive logic

    p → q, ¬q ⊢ ¬p [Modus Tollendo Tollens (MTT)] Assumption number Line number Formula (wff) Lines in-use and Justification 1 (1) p → q A 2 (2) ¬q A 3 (3)

    Suppes–Lemmon notation

    Suppes–Lemmon_notation

  • List of airports by ICAO code: EH-EY
  • - G - H - I - J - KA-KH - KI-KP - KR-KZ - LA-LJ - LK-LZ - M - N - O - P - Q - R - SA-SC - SD-SH - SI - SJ - SK-SM - SN-SP - SQ - SS-SU - SV-SY - T - U

    List of airports by ICAO code: EH-EY

    List_of_airports_by_ICAO_code:_EH-EY

  • Faroese Braille
  • Braille system for Faroese

    Braille excludes the letters ⟨c⟩, ⟨é⟩, and ⟨þ⟩ and includes the letters ⟨å⟩, ⟨ei⟩, ⟨ey⟩, and ⟨oy⟩. (Certain diphthongs are considered single sounds in Faroese

    Faroese Braille

    Faroese_Braille

  • Red & White (food stores)
  • Grocery store chain

    308+West+Washington%22&hl=en&ei=AbW2TpuXL8XlsQK44qTFAw&sa=X&oi=book_result&ct=result&resnum=1&ved=0CC4Q6AEwAA#v=onepage&q=%22Red%20%26%20White%22%20%2

    Red & White (food stores)

    Red & White (food stores)

    Red_&_White_(food_stores)

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