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A N-D

  • N. D. Tiwari
  • Indian politician (1925–2018)

    Shobha Pandit, was a homemaker. The family lived in a large government bungalow (No.3, Krishna Menon Marg), where N.D. Tiwari was a frequent visitor. In

    N. D. Tiwari

    N. D. Tiwari

    N._D._Tiwari

  • A N D
  • 2015 studio album by Tricot

    A N D is the second studio album by Japanese math rock band Tricot. It was released on March 18, 2015, by the band's own label Bakuretsu Records. The

    A N D

    A_N_D

  • A-N-D
  • Canadian lighting company

    A-N-D is a Canadian lighting design and manufacturing studio based in Vancouver, British Columbia. The studio designs and assembles decorative luminaires

    A-N-D

    A-N-D

  • N. D. Wilson
  • American author of young adult fiction (born 1978)

    A "bookumentary" film adaptation of Notes from the Tilt-a-Whirl, narrated by Wilson, was released on DVD in 2011. N.D. Wilson also wrote and filmed a

    N. D. Wilson

    N._D._Wilson

  • N. D. Venkatachalam
  • Indian politician

    N. D. Venkatachalam is an Indian politician and Ex-minister & Ex-member of the Tamil Nadu Legislative Assembly from the Perundurai constituency. He was

    N. D. Venkatachalam

    N._D._Venkatachalam

  • N. D. Kalu
  • American football player (born 1975)

    Network, and ESPN3. Gehman, Jim (July 31, 2015). "Where Are They Now? DE N.D. Kalu". philadelphiaeagles.com. Philadelphia Eagles. Retrieved February 11

    N. D. Kalu

    N._D._Kalu

  • H.a.n.d.
  • Japanese video game developer

    h.a.n.d. Inc. (ハ・ン・ド, ha.n.do), abbreviation of Hokkaido Artists' Network and Development, is a Japanese video game developer. The company originally

    H.a.n.d.

    H.a.n.d.

    H.a.n.d.

  • N/A
  • Abbreviation for "not available", etc

    N/A (or sometimes n/a or N.A.) is a common abbreviation in tables and lists for the phrases not applicable, not available, not assessed, or no answer

    N/A

    N/A

  • A. N. D. Haksar
  • Haksar, A. N. D. (1995). Tales of the Ten Princes. Penguin Books. Haksar, A. N. D. (1998). Narayana's Hitopadesha. Penguin Classics. Haksar, A. N. D. (1998)

    A. N. D. Haksar

    A. N. D. Haksar

    A._N._D._Haksar

  • N.E.R.D.
  • American rock and hip-hop band

    N.E.R.D. (a backronym of No-one Ever Really Dies) was an American rock and hip-hop band, formed in Virginia Beach, Virginia, in 1994. Pharrell Williams

    N.E.R.D.

    N.E.R.D.

    N.E.R.D.

  • N. D. N. P. Jayasinghe
  • Sri Lankan politician

    N. D. N. P. Jayasinghe or Nimal Premawansa Jayasinghe is a Sri Lankan politician and a former member of the Parliament of Sri Lanka. CWC-led UPFA set to

    N. D. N. P. Jayasinghe

    N._D._N._P._Jayasinghe

  • N. D. Smart
  • American drummer (born 1947)

    1947), known simply as N.D. Smart, is an American drummer. He is best known for supporting The Beatles on their 1966 US tour as a member of The Remains

    N. D. Smart

    N. D. Smart

    N._D._Smart

  • D.A.N.C.E.
  • 2007 single by Justice

    "D.A.N.C.E." is the second single by French electronic music duo Justice and the first from their 2007 album †. It includes edited and extended versions

    D.A.N.C.E.

    D.A.N.C.E.

  • G.D.N
  • 2026 Indian film by Krishnakumar Ramakumar

    G.D.N is a 2026 Indian Tamil-language biographical film. It was directed by Krishnakumar Ramakumar, who co-wrote the screenplay along with R. Madhavan

    G.D.N

    G.D.N

  • N. D. Sundaravadivelu
  • Ex Vice Chancellor of University of Madras, India

    Sundaravadivelu (12 October 1912– 12 April 1993), known as N. D. Sundaravadivelu, from a Kondaikatti Vellalar family, was an Indian academic who served

    N. D. Sundaravadivelu

    N. D. Sundaravadivelu

    N._D._Sundaravadivelu

  • The Norfolk & Dedham Group
  • American mutual insurance carrier

    Norfolk & Dedham, and member of the N&D|Union Mutual Insurance Group, is a mutual insurance carrier based in Dedham, Massachusetts, comprising three regional

    The Norfolk & Dedham Group

    The Norfolk & Dedham Group

    The_Norfolk_&_Dedham_Group

  • N. D. Cocea
  • 20th-century Romanian journalist and activist (1880 - 1949)

    N. D. Cocea (common rendition of Nicolae Dumitru Cocea, Romanian pronunciation: [nikoˈla.e duˈmitru ˈkot͡ʃe̯a], also known as Niculae, Niculici or Nicu

    N. D. Cocea

    N._D._Cocea

  • D. N. Aidit
  • Indonesian communist politician (1923–1965)

    Achmad also changed his name to Dipa Nusantara, which was shortened as D.N. and was often mistaken for Djafar Nawawi, to conceal his descent which was

    D. N. Aidit

    D. N. Aidit

    D._N._Aidit

  • The E.N.D.
  • 2009 album by Black Eyed Peas

    The E.N.D. (an abbreviation of and subtitled The Energy Never Dies) is the fifth studio album by American group the Black Eyed Peas. It was released on

    The E.N.D.

    The_E.N.D.

  • N. D. Gupta
  • Indian politician

    Fund. He has passed his CA examinations with distinction.[citation needed] N. D. Gupta was born on 16 October 1945, the third of the seven children of Fimo

    N. D. Gupta

    N._D._Gupta

  • N. D. Williams
  • N. D. "Wyck" Williams (born 1942 in Guyana) is a New York-based writer. Born in Guyana, Williams went to Jamaica as a student to study at University of

    N. D. Williams

    N._D._Williams

  • DN
  • Topics referred to by the same term

    Look up dN in Wiktionary, the free dictionary. DN, dN, or dn may refer to: Digital number, the discrete of an analog value sampled by an analog-to-digital

    DN

    DN

  • N. D. Pritchett
  • American politician and newspaper editor in the early 20th century

    Socialist. 28 June 1916. Retrieved 22 February 2023 – via Newspapers.com. N. D. Pritchett, Associate Editor "Parham, Acknowledged "Free Lover" Meets His

    N. D. Pritchett

    N. D. Pritchett

    N._D._Pritchett

  • D. N. Jha
  • Indian historian (1940–2021)

    2021). "Prof D N Jha: Iconoclast scholar who made ancient history contemporary". The Indian Express. Retrieved 6 February 2021. "D.N. Jha, a Doyen Among

    D. N. Jha

    D. N. Jha

    D._N._Jha

  • Wild 'n Out
  • American sketch comedy and improv game show television series

    Wild 'n Out, also known as Nick Cannon Presents: Wild 'n Out, is an American sketch comedy and battle rap improv game show television series created and

    Wild 'n Out

    Wild_'n_Out

  • Birthday problem
  • Probability of shared birthdays

    is: dd ( d − 1 d ) nd ⋅ ( n 1 ) ( 1 d ) 1 ( d − 1 d ) n − 1 = dd ( d − 1 d ) nn ( d − 1 d ) n − 1 {\displaystyle d-d\left({\frac {d-1}{d}}\right)^{n}-d\cdot

    Birthday problem

    Birthday problem

    Birthday_problem

  • N. D. Denson
  • American judge (1856–1927)

    Nimrod Davis "N. D." Denson (June 20, 1856 – March 25, 1927) was an associate justice of the Supreme Court of Alabama from 1904 to 1909. Born in Russell

    N. D. Denson

    N._D._Denson

  • Frenet–Serret formulas
  • Formulas in differential geometry

    formulas are: d T d s = κ N , d N d s = − κ T + τ B , d B d s = − τ N , {\displaystyle {\begin{aligned}{\frac {\mathrm {d} \mathbf {T} }{\mathrm {d} s}}&=\kappa

    Frenet–Serret formulas

    Frenet–Serret formulas

    Frenet–Serret_formulas

  • Aliquot sum
  • Sum of all proper divisors of a natural number

    s(n) of a positive integer n is the sum of all proper divisors of n, that is, all divisors of n other than n itself. That is, s ( n ) = ∑ d | n , dn

    Aliquot sum

    Aliquot_sum

  • A. N. D. A. Abeysinghe
  • Ceylonese politician (1894–1963)

    of Sri Lanka. Retrieved 1 June 2018. Wimalaratne, K. D. G. (1994). Personalities, Sri Lanka: A Biographical Study (15th-20th Century), 1490-1990. Ceylon

    A. N. D. A. Abeysinghe

    A._N._D._A._Abeysinghe

  • Arithmetic progression
  • Sequence of equally spaced numbers

    } a 1 a 2 a 3 ⋯ a n = ∏ k = 0 n − 1 ( a 1 + k d ) = ∏ k = 0 n − 1 d ( a 1 d + k ) = d ( a 1 d ) d ( a 1 d + 1 ) d ( a 1 d + 2 ) ⋯ d ( a 1 d + ( n − 1

    Arithmetic progression

    Arithmetic progression

    Arithmetic_progression

  • Sophomore's dream
  • Identity expressing an integral as a sum

    (especially the first) ∫ 0 1 x − x d x = ∑ n = 1 ∞ nn ∫ 0 1 x x d x = ∑ n = 1 ∞ ( − 1 ) n + 1 nn = − ∑ n = 1 ∞ ( − n ) − n {\displaystyle {\begin{alignedat}{2}&\int

    Sophomore's dream

    Sophomore's_dream

  • Constant-weight code
  • Method for encoding data in communications

    circuits. For these codes, n = N ,   d = 2 ,   w = 1 {\displaystyle n=N,~d=2,~w=1} and A ( n , d , w ) = n {\displaystyle A(n,d,w)=n} . Some of the more notable

    Constant-weight code

    Constant-weight_code

  • Cauchy sequence
  • Sequence of points that get progressively closer to each other

    1 − n = 1 n + 1 + n < 1 2 n {\displaystyle a_{n+1}-a_{n}={\sqrt {n+1}}-{\sqrt {n}}={\frac {1}{{\sqrt {n+1}}+{\sqrt {n}}}}<{\frac {1}{2{\sqrt {n}}}}}

    Cauchy sequence

    Cauchy sequence

    Cauchy_sequence

  • Black–Scholes model
  • Mathematical model of financial markets

    formula: C = D [ N ( d + ) F − N ( d − ) K ] {\displaystyle C=D\left[N(d_{+})F-N(d_{-})K\right]} breaks up as: C = D N ( d + ) F − D N ( d − ) K , {\displaystyle

    Black–Scholes model

    Black–Scholes_model

  • Dungeons & Dragons
  • Fantasy role-playing game

    Dungeons & Dragons (commonly abbreviated as D&D or DnD) is a fantasy tabletop role-playing game (TTRPG) originally created and designed by Gary Gygax and

    Dungeons & Dragons

    Dungeons & Dragons

    Dungeons_&_Dragons

  • Tridiagonal matrix algorithm
  • Improved reduction for specific matrices

    0 {\displaystyle c_{n}=0} . [ b 1 c 1 0 a 2 b 2 c 2 a 3 b 3 ⋱ ⋱ ⋱ c n − 1 0 a n b n ] [ x 1 x 2 x 3 ⋮ x n ] = [ d 1 d 2 d 3 ⋮ d n ] . {\displaystyle

    Tridiagonal matrix algorithm

    Tridiagonal_matrix_algorithm

  • D. N. Dhungyel
  • Bhutanese politician

    D. N. Dhungyel is a Bhutanese politician who has been Foreign Minister for Bhutan since January 2024. Dhungyel is a member of the People's Democratic

    D. N. Dhungyel

    D. N. Dhungyel

    D._N._Dhungyel

  • Cyclotomic polynomial
  • Irreducible polynomial whose roots are nth roots of unity

    polynomials is x n − 1 = ∏ 1 ⩽ k ⩽ n ( x − e 2 i π k n ) = ∏ dn ∏ 1 ⩽ k ⩽ n gcd ( k , n ) = d ( x − e 2 i π k n ) = ∏ dn Φ n d ( x ) = ∏ dn Φ d ( x )

    Cyclotomic polynomial

    Cyclotomic_polynomial

  • The W.A.N.D. (The Will Always Negates Defeat)
  • 2006 single by The Flaming Lips

    "The W.A.N.D. (The Will Always Negates Defeat)" (usually shortened to "W.A.N.D.") is a song by The Flaming Lips, featured on their 2006 album At War with

    The W.A.N.D. (The Will Always Negates Defeat)

    The_W.A.N.D._(The_Will_Always_Negates_Defeat)

  • ADE classification
  • Mathematical classification

    list of simply laced Dynkin diagrams comprises A n , D n , E 6 , E 7 , E 8 . {\displaystyle A_{n},\,D_{n},\,E_{6},\,E_{7},\,E_{8}.} Here "simply laced"

    ADE classification

    ADE classification

    ADE_classification

  • D. N. Madhok
  • Indian lyricist (1902–1982)

    director of the forties and fifties such as Gyan Dutt, N. R. Bhattacharya, Khemchand Prakash, S. N. Tripathi, Bulo C Rani, Naushad, Khurshid Anwar, Pandit

    D. N. Madhok

    D._N._Madhok

  • Cyclic polytope
  • Convex hull of points on moment curve

    mathematics, a cyclic polytope, denoted C(n, d), is a convex polytope formed as a convex hull of n distinct points on a rational normal curve in Rd, where n is

    Cyclic polytope

    Cyclic_polytope

  • ND
  • Topics referred to by the same term

    Look up ND, nd, Nd, ND, N.D., n.d., Nd, nd-, or -nd in Wiktionary, the free dictionary. ND may refer to: nD, a fictional alien species in Invasion: Earth

    ND

    ND

  • N. D. G. James
  • A history of the armed forces on Salisbury Plain (1987) An Historical Dictionary of Forestry and Woodland Terms (1991) Harris, E. H. M. (1993). "N.D.G

    N. D. G. James

    N._D._G._James

  • Depletion region
  • Insulating region in a semiconductor

    x_{n}} would be dependent on the electric potential V {\displaystyle V} . x n = 2 ϵ s q N a N d 1 N a + N d ( Δ V ) x p = 2 ϵ s q N d N a 1 N a + N d (

    Depletion region

    Depletion_region

  • (N-acetylneuraminyl)-galactosylglucosylceramide N-acetylgalactosaminyltransferase
  • Class of enzymes

    acetylgalactosamine-(N-acetylneuraminyl)-D-galactosyl-D-glucosylceramide acetylgalactosaminyltransferase, UDP-N-acetyl-D-galactosamine:1-O-[O-(N

    (N-acetylneuraminyl)-galactosylglucosylceramide N-acetylgalactosaminyltransferase

    (N-acetylneuraminyl)-galactosylglucosylceramide_N-acetylgalactosaminyltransferase

  • Paul D. N. Hebert
  • Canadian biologist

    Retrieved 23 January 2019. Hebert, Paul. "Officer of the Order of Canada". "Paul D.N. Hebert". Royal Netherlands Academy of Arts and Sciences. Archived from the

    Paul D. N. Hebert

    Paul D. N. Hebert

    Paul_D._N._Hebert

  • D.N.Angel
  • Japanese manga and anime series

    D.N.Angel (stylized as DN•ANGEL) is a Japanese manga series written and illustrated by Yukiru Sugisaki. The manga premiered in Japan in the Kadokawa Shoten

    D.N.Angel

    D.N.Angel

  • N. D. Popescu-Popnedea
  • Romanian prose writer

    Nicolae D. Popescu, also known as Poppescu, Popnedea and Nedea Popescu (August 9, 1843 – June 1921), was a Romanian prose writer, oral historian, almanac

    N. D. Popescu-Popnedea

    N. D. Popescu-Popnedea

    N._D._Popescu-Popnedea

  • Moment problem
  • Trying to map moments to a measure that generates them

    ∞ x n d μ ( x ) . {\displaystyle m_{n}=\int _{-\infty }^{\infty }x^{n}\,d\mu (x)\,.} More generally, one may consider m n = ∫ − ∞ ∞ M n ( x ) d μ ( x

    Moment problem

    Moment problem

    Moment_problem

  • D. N. Jeevaraj
  • Indian politician

    D. N. Jeevaraj is an Indian politician associated with Bharatiya Janata Party in Karnataka. He was serving as Political Secretary to the Chief Minister

    D. N. Jeevaraj

    D._N._Jeevaraj

  • N.D.C. (song)
  • 2002 single by Jebediah

    "N.D.C." is a song by Australian alternative rock band Jebediah. It was released in July 2002 as the third and final single from the band's self-titled

    N.D.C. (song)

    N.D.C._(song)

  • Constant-recursive sequence
  • Infinite sequence of numbers satisfying a linear equation

    n = c 1 s n − 1 + c 2 s n − 2 + ⋯ + c d s nd , {\displaystyle s_{n}=c_{1}s_{n-1}+c_{2}s_{n-2}+\dots +c_{d}s_{n-d},} for all nd {\displaystyle n\geq

    Constant-recursive sequence

    Constant-recursive sequence

    Constant-recursive_sequence

  • N-Methyl-D-aspartic acid
  • Amino acid derivative

    N-methyl-D-aspartic acid, or N-methyl-D-aspartate (NMDA), is an amino acid derivative that acts as a specific agonist at the NMDA receptor mimicking the

    N-Methyl-D-aspartic acid

    N-Methyl-D-aspartic acid

    N-Methyl-D-aspartic_acid

  • Faà di Bruno's formula
  • Generalized chain rule in calculus

    formula says that d n d x n f ( g ( x ) ) = ∑ n ! m 1 ! 1 ! m 1 ⋯ m n ! n ! m n ⋅ {\displaystyle {d^{n} \over dx^{n}}f(g(x))=\sum {\frac {n!}{m_{1}!\,1!^{m_{1}}\cdots

    Faà di Bruno's formula

    Faà_di_Bruno's_formula

  • N. D. Krishna Rao
  • Chief Justice of Andhra Pradesh High Court

    Justice N. D. Krishna Rao (19 July 1904 – 21 February 1971) was an Indian judge who briefly served as Chief Justice of Andhra Pradesh High Court. He was

    N. D. Krishna Rao

    N._D._Krishna_Rao

  • Degree diameter problem
  • Extremal graph problem with bounded degree and diameter

    a proof that, for every fixed positive integer k {\displaystyle k} , lim d → ∞ n d , k d k = 1. {\displaystyle \lim _{d\to \infty }{\frac {n_{d,k}}{d^{k}}}=1

    Degree diameter problem

    Degree diameter problem

    Degree_diameter_problem

  • Arithmetico-geometric sequence
  • Mathematical sequence satisfying a specific pattern

    r n ) − ( a + n d ) r n = a + d r ( 1 + r + r 2 + ⋯ + r n − 1 ) − ( a + n d ) r n = a + d r ( 1 − r n ) 1 − r − ( a + n d ) r n , S n = b 1 − r ( a

    Arithmetico-geometric sequence

    Arithmetico-geometric_sequence

  • Saturation current
  • Limit of flowing current through a device

    ideal p–n diode is: I S = q A n i 2 ( 1 N D D p τ p + 1 N A D n τ n ) , {\displaystyle I_{\text{S}}=qAn_{\text{i}}^{2}\left({\frac {1}{N_{\text{D}}}}{\sqrt

    Saturation current

    Saturation_current

  • Product metric
  • Metric on the Cartesian product of finitely many metric spaces

    a product metric is a metric on the Cartesian product of finitely many metric spaces ( X 1 , d X 1 ) , … , ( X n , d X n ) {\displaystyle (X_{1},d_{X_{1}})

    Product metric

    Product_metric

  • Laguerre polynomials
  • Sequence of differential equation solutions

    formula, L n ( x ) = e x n ! d n d x n ( e − x x n ) = 1 n ! ( d d x − 1 ) n x n , {\displaystyle L_{n}(x)={\frac {e^{x}}{n!}}{\frac {d^{n}}{dx^{n

    Laguerre polynomials

    Laguerre polynomials

    Laguerre_polynomials

  • Neil deGrasse Tyson
  • American astrophysicist (born 1958)

    Liu, C. T.; Capak, P.; Mobasher, B.; Paglione, T. A. D.; Scoville, N. Z.; Tribiano, S. M.; Tyson, N. D. (2008). "The Faint-End Slopes of Galaxy Luminosity

    Neil deGrasse Tyson

    Neil deGrasse Tyson

    Neil_deGrasse_Tyson

  • Möbius inversion formula
  • Relation between pairs of arithmetic functions

    n ) = ∏ d | n f ( d ) ⟺ f ( n ) = ∏ d | n g ( n d ) μ ( d ) , ∀ n ≥ 1. {\displaystyle g(n)=\prod _{d|n}f(d)\iff f(n)=\prod _{d|n}g\left({\frac {n}{d}}\right)^{\mu

    Möbius inversion formula

    Möbius_inversion_formula

  • High School DxD
  • Japanese light novel series and its adaptations

    School DxD BorN (ハイスクールD×D BorN, Haisukūru Dī Dī Bōn) aired from April 4 to June 20, 2015. A fourth season called High School DxD Hero (ハイスクールD×D Hero, Haisukūru

    High School DxD

    High_School_DxD

  • Odds
  • Ratio of the probability of an event happening versus not happening

    a percentage) can be written as a fraction N / D then the odds can be said to be "p/(1−p) to 1 in favor", "(1−p)/p to 1 against", "N in D", "N to DN

    Odds

    Odds

  • NMDA receptor
  • Glutamate receptor and ion channel protein found in nerve cells

    The N-methyl-D-aspartate receptor (also known as the NMDA receptor or NMDAR) is a glutamate receptor and a predominantly Ca2+ ion channel found in neurons

    NMDA receptor

    NMDA receptor

    NMDA_receptor

  • Division algorithm
  • Method for division with remainder

    A division algorithm is an algorithm which, given two integers N and D (respectively the numerator and the denominator), computes their quotient and/or

    Division algorithm

    Division_algorithm

  • D. N. Sharma
  • Indian oncologist and author (born 1965)

    2023[citation needed] Fellow of National Academy of Medical Sciences, 2021 Dr. G. N. Agarwal Oration at King George's Medical University, 2017[citation needed]

    D. N. Sharma

    D. N. Sharma

    D._N._Sharma

  • T.H.U.N.D.E.R. Agents
  • Superhero team

    T.H.U.N.D.E.R. Agents is a fictional team of superheroes that appeared in comic books originally published by Tower Comics in the 1960s. They were an arm

    T.H.U.N.D.E.R. Agents

    T.H.U.N.D.E.R. Agents

    T.H.U.N.D.E.R._Agents

  • Non-integer base of numeration
  • Number systems with a non-integer radix (base), such as base 2.5

    = d nd 2 d 1 d 0 . d − 1 d − 2 … d − m {\displaystyle x=d_{n}\dots d_{2}d_{1}d_{0}.d_{-1}d_{-2}\dots d_{-m}} is x = β n d n + ⋯ + β 2 d 2 + β d 1 +

    Non-integer base of numeration

    Non-integer_base_of_numeration

  • Arithmetic function
  • Function whose domain is the positive integers

    function σk*(n) as σ k ∗ ( n ) = ( − 1 ) ndn ( − 1 ) d d k = { ∑ dn d k = σ k ( n ) if  n  is odd  ∑ 2 ∣ d dn d k − ∑ 2 ∤ d dn d k if  n  is even

    Arithmetic function

    Arithmetic_function

  • Highly composite number
  • Numbers with many divisors

    of a positive integer n, then a positive integer N is highly composite if d(N) > d(n) for all n < N. For example, 6 is highly composite because d(6) =

    Highly composite number

    Highly_composite_number

  • Inverse demand function
  • Mathematical function in economics

    ( d e m a n d ) {\displaystyle {price}=f^{-1}({demand})} with extra variables fixed. In mathematical terms, if the demand function is d e m a n d = f

    Inverse demand function

    Inverse_demand_function

  • Quotition and partition
  • Operations in arithmetic

    parts of size D must be added to get a sum of N?" N = Q × D = D + D + ⋯ + D ⏟ Q  parts . {\displaystyle N=Q\times D=\underbrace {D+D+\cdots +D} _{Q{\text{

    Quotition and partition

    Quotition_and_partition

  • Algebraic curve
  • Curve defined as zeros of polynomials

    ( d B ( 3 d − 4 3 d A − 2 ) − d A ( 3 d − 4 3 d A − 1 ) ) {\displaystyle N_{d}=\sum _{d_{A}+d_{B}=d}N_{d_{A}}N_{d_{B}}d_{A}^{2}d_{B}\left(d_{B}{\binom

    Algebraic curve

    Algebraic curve

    Algebraic_curve

  • Stieltjes moment problem
  • Probability problem

    conditions for a sequence (m0, m1, m2, ...) to be of the form m n = ∫ 0 ∞ x n d μ ( x ) {\displaystyle m_{n}=\int _{0}^{\infty }x^{n}\,d\mu (x)} for some

    Stieltjes moment problem

    Stieltjes_moment_problem

  • LSD
  • Psychedelic drug

    Shulgin AT, Shulgin A (1997). "#26. LSD-25 Acid; Lysergide; D-Lysergic Acid Diethylamide; Meth-LAD; D-Lysergamide, N,N-Diethyl; N,N-Diethyl-D-Lysergamide; 9

    LSD

    LSD

    LSD

  • Fractional calculus
  • Branch of mathematical analysis

    variants. D a D t α ⁡ f ( t ) = d n d t n D a D t − ( n − α ) ⁡ f ( t ) = d n d t n I a I t n − α ⁡ f ( t ) D t D b α ⁡ f ( t ) = d n d t n D t D b − ( n − α

    Fractional calculus

    Fractional_calculus

  • Lindemann–Weierstrass theorem
  • Theorem in transcendental number theory

    +x_{n\sigma (n)}y_{n}\right),} at ( a ( 1 ) 1 , … , a ( n ) d ( n ) , e α ( 1 ) , … , e α ( n ) ) {\displaystyle \left(a(1)_{1},\ldots ,a(n)_{d(n)},e^{\alpha

    Lindemann–Weierstrass theorem

    Lindemann–Weierstrass theorem

    Lindemann–Weierstrass_theorem

  • Battle Stadium D.O.N
  • 2006 video game

    Battle Stadium D.O.N is a 2006 Japanese crossover fighting game developed by Eighting and Q Entertainment and published by Namco Bandai Games for the GameCube

    Battle Stadium D.O.N

    Battle_Stadium_D.O.N

  • N. D. Appachan
  • Indian politician

    Bathery Assembly constituency in the 11th Kerala Assembly. N. D. Appachan was born on May 2, 1949, to N. J. Devassia of the Nellinilkkumthadathil house and Annamma

    N. D. Appachan

    N._D._Appachan

  • Wedderburn–Artin theorem
  • Classification of semi-simple rings and algebras

    ring is isomorphic to an n-by-n matrix ring over a division ring D, where both n and D are uniquely determined. Let R be a (Artinian) semisimple ring

    Wedderburn–Artin theorem

    Wedderburn–Artin_theorem

  • Expander mixing lemma
  • a random d {\displaystyle d} -regular graph, namely d n | S | | T | {\displaystyle {\frac {d}{n}}|S||T|} . Define an ( n , d , λ ) {\displaystyle (n,d

    Expander mixing lemma

    Expander_mixing_lemma

  • Ramanujan's sum
  • Function in number theory given by Srinivasa Ramanujan

    q ( n ) = ∑ d ∣ q c d ( n ) , {\displaystyle \eta _{q}(n)=\sum _{d\mid q}c_{d}(n),} and by Möbius inversion, c q ( n ) = ∑ d ∣ q μ ( q d ) η d ( n ) .

    Ramanujan's sum

    Ramanujan's_sum

  • Optical theorem
  • Theorem in physics

    f ( n , n ′ ) − f ∗ ( n ′ , n ) = i k 2 π ∫ f ( n , n ″ ) f ∗ ( n ′ , n ″ ) d Ω ″ {\displaystyle f(\mathbf {n} ,\mathbf {n} ')-f^{*}(\mathbf {n} ',\mathbf

    Optical theorem

    Optical_theorem

  • D N Dhanagare
  • Indian sociologis (1936-2017)

    Professor D. N. Dhanagare (11 June 1936 – 7 March 2017) was an Indian sociologist who specialised in farmers' movements and rural sociology. Dhanagare

    D N Dhanagare

    D_N_Dhanagare

  • Scheffé's lemma
  • Result in measure theory

    then ∫ | f n − f | d μ → 0 {\displaystyle \int |f_{n}-f|\,d\mu \to 0} if and only if ∫ | f n | d μ → ∫ | f | d μ {\displaystyle \int |f_{n}|\,d\mu \to \int

    Scheffé's lemma

    Scheffé's_lemma

  • Pillai's arithmetical function
  • n {\displaystyle n} by P ( n ) = ∑ k = 1 n gcd ( k , n ) {\displaystyle P(n)=\sum _{k=1}^{n}\gcd(k,n)} or equivalently P ( n ) = ∑ dn d φ ( n / d )

    Pillai's arithmetical function

    Pillai's_arithmetical_function

  • Kampé de Fériet function
  • Special function in mathematics

    m + n ( c 1 ) m + n ⋯ ( c r ) m + n ( b 1 ) m ( b 1 ′ ) n ⋯ ( b q ) m ( b q ′ ) n ( d 1 ) m ( d 1 ′ ) n ⋯ ( d s ) m ( d s ′ ) n ⋅ x m y n m ! n ! . {\displaystyle

    Kampé de Fériet function

    Kampé_de_Fériet_function

  • Pascal's triangle
  • Triangular array of the binomial coefficients

    1 ( n + k ) = n ( d ) d ! = ( n + d − 1 d ) , {\displaystyle P_{d}(n)={\frac {1}{d!}}\prod _{k=0}^{d-1}(n+k)={n^{(d)} \over d!}={\binom {n+d-1}{d}},}

    Pascal's triangle

    Pascal's_triangle

  • Singleton bound
  • Upper bound in coding theory

    A q ( n , d ) ≤ q nd + 1 . {\displaystyle A_{q}(n,d)\leq q^{n-d+1}.} First observe that the number of q {\displaystyle q} -ary words of length n {\displaystyle

    Singleton bound

    Singleton_bound

  • List of Johnson solids
  • C n {\displaystyle C_{n}} , D n {\displaystyle D_{n}} , C n v {\displaystyle C_{n\mathrm {v} }} , D n h {\displaystyle D_{n\mathrm {h} }} , D n d {\displaystyle

    List of Johnson solids

    List_of_Johnson_solids

  • Pendine Sands
  • Beach along Carmarthen Bay, south Wales

    6km 3.7miles P E N D I N E S A N D S     Pendine Sands (Welsh: Traeth Pentywyn) is a 7-mile (11 km) beach on the shores of Carmarthen Bay on the south

    Pendine Sands

    Pendine Sands

    Pendine_Sands

  • N,N-Diisopropylethylamine
  • Chemical compound

    N,N-Diisopropylethylamine, or Hünig's base, is an organic compound that is a tertiary amine. It is named after the German chemist Siegfried Hünig [de]

    N,N-Diisopropylethylamine

    N,N-Diisopropylethylamine

    N,N-Diisopropylethylamine

  • John Norman Davidson Kelly
  • British theologian and academic (1909–1997)

    ISBN 0-06-064329-3 Kelly, J.N.D. (1964) The Athanasian Creed, Paddock lectures; 1962–1963, London : A. & C. Black, 140 p. Kelly, J.N.D. (1969) A Commentary on the

    John Norman Davidson Kelly

    John Norman Davidson Kelly

    John_Norman_Davidson_Kelly

  • Namdeo Dhondo Mahanor
  • Indian poet (1942–2023)

    Doghi, and Ek Hota Vidushak. Namdeo Dhondo Mahanor died in Pune on 3 August 2023, at the age of 80. Pune: Renowned Poet N D Mahanor Passes Away in Pune

    Namdeo Dhondo Mahanor

    Namdeo_Dhondo_Mahanor

  • Brahmagupta's identity
  • Products of numbers of the form a^2 + nb^2 are also of that form

    Specifically: ( a 2 + n b 2 ) ( c 2 + n d 2 ) = ( a c ± n b d ) 2 + n ( a d ∓ b c ) 2 . {\displaystyle (a^{2}+nb^{2})(c^{2}+nd^{2})=(ac\pm nbd)^{2}+n(ad\mp bc)^{2}

    Brahmagupta's identity

    Brahmagupta's_identity

  • Gyration tensor
  • tensor is a tensor that describes the second moments of position of a collection of particles S m n   = d e f   1 N ∑ i = 1 N r m ( i ) r n ( i ) {\displaystyle

    Gyration tensor

    Gyration_tensor

  • Multilinear map
  • Vector-valued function of multiple vectors, linear in each argument

    n, D ( A ) = ∑ 1 ≤ k 1 ≤ n … ∑ 1 ≤ k i ≤ n … ∑ 1 ≤ k nn A ( 1 , k 1 ) A ( 2 , k 2 ) … A ( n , k n ) D ( e ^ k 1 , … , e ^ k n ) . {\displaystyle D(A)=\sum

    Multilinear map

    Multilinear_map

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