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CHARACTERISTIC EXPONENT

  • Characteristic exponent
  • Topics referred to by the same term

    mathematics, characteristic exponent may refer to: Characteristic exponent of a field, a number equal to 1 if the field has characteristic 0, and equal

    Characteristic exponent

    Characteristic_exponent

  • Lyapunov exponent
  • Rate of separation of infinitesimally close trajectories

    In mathematics, the Lyapunov exponent or Lyapunov characteristic exponent of a dynamical system is a quantity that characterizes the exponential rate of

    Lyapunov exponent

    Lyapunov exponent

    Lyapunov_exponent

  • Characteristic (algebra)
  • Smallest integer n for which n equals 0 in a ring

    is not required to be considered separately. The characteristic may also be taken to be the exponent of the ring's additive group, that is, the smallest

    Characteristic (algebra)

    Characteristic_(algebra)

  • Common logarithm
  • Mathematical function

    com. Retrieved 2020-08-29. "Using a calculator - Laws of logarithms and exponents - Higher Maths Revision". BBC Bitesize. BBC. Retrieved 2025-07-08. "Introduction

    Common logarithm

    Common logarithm

    Common_logarithm

  • Perfect field
  • Algebraic structure

    separable. Either K {\displaystyle K} has characteristic 0, or, when K {\displaystyle K} has characteristic p > 0 {\displaystyle p>0} , every element

    Perfect field

    Perfect_field

  • Murray's law
  • Fluid dynamics concept

    turbulent networks, the law takes the same form but with a different characteristic exponent α. Murray's law is observed in the vascular and respiratory systems

    Murray's law

    Murray's_law

  • Superconducting coherence length
  • Characteristic length in a superconductor

    denoted as ξ {\displaystyle \xi } (Greek lowercase xi), is the characteristic exponent of the variations of the density of superconducting component.

    Superconducting coherence length

    Superconducting_coherence_length

  • Characteristic multiplier
  • logarithm of a characteristic multiplier is also known as characteristic exponent. They appear in Floquet theory of periodic differential operators and in

    Characteristic multiplier

    Characteristic_multiplier

  • Characteristic
  • Topics referred to by the same term

    (biased exponent), an ambiguous term formerly used by some authors to specify some type of exponent of a floating point number Characteristic (significand)

    Characteristic

    Characteristic

  • Exponent bias
  • Offset of the exponent field of floating-point numbers

    the mantissa, e the exponent and b the base. […] The mantissa is sometimes termed the characteristic and a version of the exponent also has this title

    Exponent bias

    Exponent_bias

  • Floquet theory
  • Branch of ordinary differential equations

    + T ) {\displaystyle x(t)\to x(t+T)} . A Floquet exponent (sometimes called a characteristic exponent), is a complex μ {\displaystyle \mu } such that e

    Floquet theory

    Floquet_theory

  • Critical exponent
  • Parameter describing physics near critical points

    Critical exponents describe the behavior of physical quantities near continuous phase transitions. It is believed, though not proven, that they are universal

    Critical exponent

    Critical_exponent

  • Cumulant
  • Set of quantities in probability theory

    the characteristic function, which is sometimes also called the second characteristic function, second characteristic, or characteristic exponent, H (

    Cumulant

    Cumulant

  • Chaos theory
  • Field of mathematics and science based on non-linear systems and initial conditions

    Earth. Morgan & Claypool. p. 17. Weisstein, Eric W. "Lyapunov Characteristic Exponent". mathworld.wolfram.com. Retrieved 2019-11-24. Devaney 2003, p

    Chaos theory

    Chaos theory

    Chaos_theory

  • Offset binary
  • Method for signed number representation

    IBM System/360 and System/370 generations of computers. The "characteristic" (exponent) took the form of a seven-bit excess-64 number (The high-order

    Offset binary

    Offset_binary

  • IBM System/360 architecture
  • Model independent architecture for the S/360 line of mainframe computers

    quadwords. For all three formats, bit 0 is a sign and bits 0-7 are a characteristic (exponent, biased by 64). Bits 8-31 (8-63) are a hexadecimal fraction. For

    IBM System/360 architecture

    IBM_System/360_architecture

  • Floating-point arithmetic
  • Computer approximation for real numbers

    most significant (leftmost) digit. A signed integer exponent (also referred to as the characteristic, or scale), which modifies the magnitude of the number

    Floating-point arithmetic

    Floating-point arithmetic

    Floating-point_arithmetic

  • Quantum thermodynamics
  • Study of the relations between thermodynamics and quantum mechanics

    }\geq 0} , we can quantify this formulation by evaluating the characteristic exponent ζ {\displaystyle \zeta } of the cooling process, d T c ( t ) d

    Quantum thermodynamics

    Quantum thermodynamics

    Quantum_thermodynamics

  • Ben Thompson (analyst)
  • American business, technology, and media analyst

    podcasts Sharp Tech with Andrew Sharp, Dithering with John Gruber and Exponent with James Allworth, respectively. Thompson's undergraduate education was

    Ben Thompson (analyst)

    Ben Thompson (analyst)

    Ben_Thompson_(analyst)

  • Commodore BASIC
  • BASIC programming language dialect

    Most contemporary BASIC implementations used one byte for the characteristic (exponent) and three bytes for the mantissa. The accuracy of a floating point

    Commodore BASIC

    Commodore_BASIC

  • Lyapunov time
  • Timescale of dynamical systems

    Lyapunov. It is defined as the inverse of a system's largest Lyapunov exponent. The Lyapunov time mirrors the limits of the predictability of the system

    Lyapunov time

    Lyapunov_time

  • Separable extension
  • Type of algebraic field extension

    be a field extension of characteristic exponent p (that is p = 1 in characteristic zero and, otherwise, p is the characteristic). The following properties

    Separable extension

    Separable_extension

  • Mathieu wavelet
  • functions with odd characteristic exponent. The number of notches of these filters can be easily designed by choosing the characteristic exponent. Elliptic-cylinder

    Mathieu wavelet

    Mathieu_wavelet

  • Significand
  • Part of a number in scientific notation

    as the significand and a 10−2 power term, also called characteristics, where −2 is the exponent (and 10 is the base). Its value is given by the following

    Significand

    Significand

  • Morton Feldman
  • American composer (1926–1987)

    major figure in 20th-century classical music, Feldman was an important exponent of indeterminacy in music, a development associated with the experimental

    Morton Feldman

    Morton Feldman

    Morton_Feldman

  • Body mass index
  • Relative weight based on mass and height

    average height, while the exponent of 2.5 is a compromise between the exponent of 2 in the traditional formula for BMI and the exponent of 3 that would be expected

    Body mass index

    Body mass index

    Body_mass_index

  • Exponentiation by squaring
  • Algorithm for fast exponentiation

    works with semigroups that are not of characteristic zero, for example allowing fast computation of large exponents modulo a number. Especially in cryptography

    Exponentiation by squaring

    Exponentiation_by_squaring

  • Strain hardening exponent
  • Measurement in material science

    The strain hardening exponent (also called the strain hardening index), usually denoted n {\displaystyle n} , is a measured parameter that quantifies the

    Strain hardening exponent

    Strain_hardening_exponent

  • Characterization (mathematics)
  • Term in mathematics

    function – Mathematical concept Characteristic (algebra) – Smallest integer n for which n equals 0 in a ring Characteristic (exponent notation) – Mathematical

    Characterization (mathematics)

    Characterization_(mathematics)

  • Virasoro conformal block
  • Special functions used to build correlation functions in 2D CFTs

    − Δ 2 {\displaystyle \Delta _{s}-\Delta _{1}-\Delta _{2}} is a characteristic exponent of the differential equation. For a differential equation of order

    Virasoro conformal block

    Virasoro_conformal_block

  • Corrected d-exponent
  • The Corrected d-exponent, also known as dc-exponent or cd-exponent, is a parameter used in mud logging and formation pore pressure analysis in the petroleum

    Corrected d-exponent

    Corrected d-exponent

    Corrected_d-exponent

  • Scale (social sciences)
  • geometric mean of those numbers usually produces a power law with a characteristic exponent. In cross-modality matching instead of assigning numbers, people

    Scale (social sciences)

    Scale_(social_sciences)

  • Irrationality measure
  • Function that quantifies how near a number is to being rational

    irrationality exponent 1, while (as a consequence of Dirichlet's approximation theorem) every irrational number has irrationality exponent at least 2. On

    Irrationality measure

    Irrationality measure

    Irrationality_measure

  • Exponential function
  • Mathematical function, denoted exp(x) or e^x

    expression. It is called exponential because its argument can be seen as an exponent to which a constant number e ≈ 2.718, the base, is raised. There are several

    Exponential function

    Exponential function

    Exponential_function

  • ITU-R BT.1886
  • Standard for video display gamma

    function (a power law with a 2.4 exponent) considered as a satisfactory approximation of the response characteristic of CRT to electrical signal. It has

    ITU-R BT.1886

    ITU-R_BT.1886

  • Z213: Exit
  • 2009 novel by Dimitris Lyacos

    from Greece in the past generation". The work is regarded as a characteristic exponent of the fragmentation technique in contemporary literature while

    Z213: Exit

    Z213: Exit

    Z213:_Exit

  • Power law
  • Functional relationship between two quantities

    in the other quantity proportional to the change raised to a constant exponent: one quantity varies as a power of another. The change is independent of

    Power law

    Power law

    Power_law

  • Purely inseparable extension
  • Alebraic concept

    inseparable extension of fields is an extension k ⊆ K of fields of characteristic p > 0 such that every element of K is a root of an equation of the form

    Purely inseparable extension

    Purely_inseparable_extension

  • Decimal128 floating-point format
  • 128-bit computer number format

    range, is the notable characteristic of decimal128. The decimal128 format supports 34 decimal digits of significand and an exponent range of −6143 to +6144

    Decimal128 floating-point format

    Decimal128_floating-point_format

  • Lagrangian coherent structure
  • Distinguished surfaces of dynamic trajectories

    along the jet core is characteristic of tracer deformation near parabolic LCSs. Particle advection and Finite-Time Lyapunov Exponent calculation: ManGen

    Lagrangian coherent structure

    Lagrangian coherent structure

    Lagrangian_coherent_structure

  • Exponent (linguistics)
  • Phonological manifestation of a morphosyntactic property

    An exponent is a phonological manifestation of a morphosyntactic property. In non-technical language, it is the expression of one or more grammatical properties

    Exponent (linguistics)

    Exponent_(linguistics)

  • Puiseux series
  • Power series with rational exponents

    generalization of power series that allow for negative and fractional exponents of the indeterminate. For example, the series x − 2 + 2 x − 1 / 2 + x

    Puiseux series

    Puiseux series

    Puiseux_series

  • Heun function
  • Function for Heun's differential equation

    \epsilon =\alpha +\beta -\gamma -\delta +1} is taken so that the characteristic exponents for the regular singularity at infinity are α and β (see below)

    Heun function

    Heun_function

  • Benares gharana
  • Style of playing the Indian tabla

    Benares gharānā (Hindi: बनारस घराना) is one of the six most common styles of playing of the Indian tabla. The Benaras tabla gharana was developed a little

    Benares gharana

    Benares gharana

    Benares_gharana

  • Glossary of classical algebraic geometry
  • and number of inflections. (Coolidge 1931, p.99) 2.  A characteristic exponent is an exponent of a power series with non-negative coefficient, that is

    Glossary of classical algebraic geometry

    Glossary_of_classical_algebraic_geometry

  • Logarithm
  • Mathematical function, inverse of an exponential function

    In mathematics, the logarithm of a number is the exponent by which another fixed value, the base, must be raised to produce that number. For example, the

    Logarithm

    Logarithm

    Logarithm

  • Generation of '38
  • The Generation of '38 (Spanish: Generación del 38) was a Chilean artistic-literary movement that tried to portray the social decline of the time in its

    Generation of '38

    Generation_of_'38

  • Burnside problem
  • If G is a finitely generated group with exponent n, is G necessarily finite?

    More precisely, the characteristic property of B(m, n) is that, given any group G with m generators g1, ..., gm and of exponent n, there is a unique

    Burnside problem

    Burnside problem

    Burnside_problem

  • Minimal polynomial (linear algebra)
  • Polynomial associated with a matrix

    In other words, increasing the exponent up to m will give ever larger kernels, but further increasing the exponent beyond m will just give the same

    Minimal polynomial (linear algebra)

    Minimal_polynomial_(linear_algebra)

  • Structural cut-off
  • network the degree distribution is described by a power law with characteristic exponent γ {\displaystyle \gamma } , P ( k ) ∼ k − γ {\displaystyle P(k)\sim

    Structural cut-off

    Structural cut-off

    Structural_cut-off

  • Different ideal
  • e(i) is greater than 1. The precise exponent to which a ramified prime P divides δ is termed the differential exponent of P and is equal to e − 1 if P is

    Different ideal

    Different_ideal

  • Buddy Guy
  • American blues guitarist and singer (born 1936)

    1936) is an American blues guitarist and singer-songwriter. He is an exponent of Chicago blues who has influenced generations of guitarists including

    Buddy Guy

    Buddy Guy

    Buddy_Guy

  • Critical phenomena
  • Physics associated with critical points

    susceptibility in the ferromagnetic phase transition) described by critical exponents, universality, fractal behaviour, and ergodicity breaking. Critical phenomena

    Critical phenomena

    Critical_phenomena

  • Antonio Giorgilli
  • Italian mathematical physicist

    Luigi; Giorgilli, Antonio; Strelcyn, Jean-Marie (1980). "Lyapunov Characteristic Exponents for smooth dynamical systems and for hamiltonian systems; a method

    Antonio Giorgilli

    Antonio_Giorgilli

  • Lyapunov stability
  • Property of a dynamical system where solutions near an equilibrium point remain so

    S2CID 237964551. Vinograd, R. E. (1957). "The inadequacy of the method of characteristic exponents for the study of nonlinear differential equations". Doklady Akademii

    Lyapunov stability

    Lyapunov_stability

  • Melodrama (film genre)
  • Film genre

    critical reevaluation of Douglas Sirk's films (considered the greatest exponent of melodrama), particularly his 1950s works alongside those of Vincente

    Melodrama (film genre)

    Melodrama (film genre)

    Melodrama_(film_genre)

  • Freshman's dream
  • Mathematical fallacy

    _{p}=\mathbb {Z} /p\mathbb {Z} } , where p is a prime number, provided that the exponent n is p or more generally a power of p. Equivalently, the Frobenius map

    Freshman's dream

    Freshman's dream

    Freshman's_dream

  • Mie potential
  • Interaction potential

    modeling. Typically, the attractive exponent is chosen to be m = 6 {\textstyle m=6} , whereas the repulsive exponent is used as an adjustable parameter

    Mie potential

    Mie potential

    Mie_potential

  • Patiala gharana
  • Classical music vocal traditional singing style

    Bade Ghulam Ali Khan is generally acknowledged to be the most influential exponent of the Patiala gharana, while Ustad Amanat Ali Khan is widely considered

    Patiala gharana

    Patiala gharana

    Patiala_gharana

  • Parameter
  • Variable used for specification

    (pará) 'beside, subsidiary' and μέτρον (métron) 'measure'), generally, is any characteristic that can help in defining or classifying a particular system (meaning

    Parameter

    Parameter

  • Gamma correction
  • Image luminance mapping function

    to subjectively equal steps in brightness. Ebner and Fairchild used an exponent of 0.43 to convert linear intensity into lightness (luma) for neutrals;

    Gamma correction

    Gamma_correction

  • Naisrín Elsafty
  • is notable as a distinguished exponent of sean-nós singing, an unaccompanied and heavily ornamented style characteristic of the Irish-speaking area where

    Naisrín Elsafty

    Naisrín_Elsafty

  • Kummer theory
  • Theory in abstract algebra

    has abelian Galois group of exponent n. For example, when n = 2, the first condition is always true if K has characteristic ≠ 2. The Kummer extensions

    Kummer theory

    Kummer_theory

  • Minneapolis sound
  • Subgenre of funk rock

    of funk's quintessential elements, it bears several distinguishing characteristics: Synthesizers generally replace horn sections of trumpets and saxophones

    Minneapolis sound

    Minneapolis sound

    Minneapolis_sound

  • United Kingdom
  • Country in northwestern Europe

    Hume; while Dugald Stewart, Thomas Reid and William Hamilton were major exponents of the Scottish "common sense" school. Two Britons are also notable for

    United Kingdom

    United Kingdom

    United_Kingdom

  • Art Nouveau
  • 1890–1911 European style of art and architecture

    natural forms such as the sinuous curves of plants and flowers. Other characteristics of Art Nouveau were a sense of dynamism and movement, often given by

    Art Nouveau

    Art Nouveau

    Art_Nouveau

  • Computational complexity of matrix multiplication
  • Algorithmic runtime requirements for matrix multiplication

    where numerical stability is not an issue. The matrix multiplication exponent, usually denoted ω, is the smallest real number for which any two n × n

    Computational complexity of matrix multiplication

    Computational_complexity_of_matrix_multiplication

  • Scale-free network
  • Network whose degree distribution follows a power law

    degree distribution are not defined, so that the network does not have a characteristic scale or "size". Preferential attachment and the fitness model have

    Scale-free network

    Scale-free network

    Scale-free_network

  • Antoni Gaudí
  • Catalan architect (1852–1926)

    1926) was a Catalan architect and designer, widely known as the greatest exponent of Catalan Modernisme. Gaudí's works have a sui generis style, with most

    Antoni Gaudí

    Antoni Gaudí

    Antoni_Gaudí

  • Phase transition
  • Physical process of transition between basic states of matter

    critical exponent α = 0.59 A similar behavior, but with the exponent ν instead of α, applies for the correlation length. The critical exponents are not

    Phase transition

    Phase transition

    Phase_transition

  • Australia
  • Country in Oceania

    movement of the 20th century" according to critic Robert Hughes; its exponents include Emily Kame Kngwarreye. Early colonial artists showed a fascination

    Australia

    Australia

    Australia

  • Archie's law
  • Relationship between the electrical conductivity of a rock and its porosity

    is the cementation exponent of the rock (usually in the range 1.8–2.0 for sandstones) n {\displaystyle n} is the saturation exponent (usually close to

    Archie's law

    Archie's_law

  • Factorial
  • Product of numbers from 1 to n

    more quickly than exponential growth. Legendre's formula describes the exponents of the prime numbers in a prime factorization of the factorials, and can

    Factorial

    Factorial

  • Oral-formulaic composition
  • Theory about the formulation of epic poetry by oral poets

    of ancient and medieval poetry and of oral poetry generally. The main exponent and developer of their approaches was John Miles Foley (1947–2012). In

    Oral-formulaic composition

    Oral-formulaic composition

    Oral-formulaic_composition

  • Georg Jellinek
  • German public lawyer (1851–1911)

    January 1911) was a German public lawyer and was considered to be "the exponent of public law in Austria". Jellinek was born in Leipzig. His father, Adolf

    Georg Jellinek

    Georg Jellinek

    Georg_Jellinek

  • Taylor's law
  • Empirical law on the variance of species in a habitat

    constants. Taylor proposed this relationship in 1961, suggesting that the exponent b be considered a species specific index of aggregation. This power law

    Taylor's law

    Taylor's_law

  • Cognitive warfare
  • Military activities designed to affect behaviors

    goal is not what individuals think, but rather, the way they think." Exponents of cognitive warfare aim to influence human thought, reasoning, sense-making

    Cognitive warfare

    Cognitive_warfare

  • Quadruple-precision floating-point format
  • 128-bit computer number format

    The IEEE 754 standard specifies a binary128 as having: Sign bit: 1 bit Exponent width: 15 bits Significand precision: 113 bits (112 explicitly stored)

    Quadruple-precision floating-point format

    Quadruple-precision_floating-point_format

  • Fourier transform
  • Mathematical transform that expresses a function of time as a function of frequency

    units of momentum, the presence of the Planck constant in the exponent makes the exponent dimensionless, as it should be.) Therefore, the Fourier transform

    Fourier transform

    Fourier transform

    Fourier_transform

  • Michael "5000" Watts
  • American hip-hop DJ and entrepreneur

    figures responsible for promoting Houston hip-hop—particularly its characteristic chopped and screwed style—to a national audience in the early 2000s

    Michael "5000" Watts

    Michael_"5000"_Watts

  • Quadratic form
  • Polynomial with all terms of degree two

    four-manifolds), Lie theory (the Killing form), and statistics (where the exponent of e {\displaystyle e} of a zero-mean multivariate normal distribution

    Quadratic form

    Quadratic_form

  • Matrix exponential
  • Matrix operation generalizing exponentiation of scalar numbers

    this one-parameter subgroup. More generally, for a generic t-dependent exponent, X(t), d d t e X ( t ) = ∫ 0 1 e α X ( t ) d X ( t ) d t e ( 1 − α ) X

    Matrix exponential

    Matrix_exponential

  • Rabindra Sangeet
  • Songs composed by Rabindranath Tagore

    singers who now specialize in singing Tagore's works. Some notable early exponents of Rabindra Sangeet who laid down its foundations and continue to inspire

    Rabindra Sangeet

    Rabindra Sangeet

    Rabindra_Sangeet

  • Scientific racism
  • Pseudoscientific justification for racism

    essence' and that these 'essences' mixed when miscegenation occurred. As an exponent of "race science", colonial administrator Herbert Hope Risley (1851–1911)

    Scientific racism

    Scientific_racism

  • Western esotericism
  • Range of related ideas and movements that have developed in the Western world

    Revolution, and must therefore always be at odds with secular culture. An early exponent of this definition was the historian of Renaissance thought Frances Yates

    Western esotericism

    Western esotericism

    Western_esotericism

  • Diffie–Hellman key exchange
  • Method of exchanging cryptographic keys

    N−1 exponents applied, where N is the number of participants in the group) may be revealed publicly, but the final value (having had all N exponents applied)

    Diffie–Hellman key exchange

    Diffie–Hellman key exchange

    Diffie–Hellman_key_exchange

  • John Everett Millais
  • British painter and illustrator (1829–1896)

    London, at 83 Gower Street (now number 7). Millais became the most famous exponent of the style, his painting Christ in the House of His Parents (1849–50)

    John Everett Millais

    John Everett Millais

    John_Everett_Millais

  • Information
  • Facts provided or learned about something or someone

    in information theory are mutual information, channel capacity, error exponents, and relative entropy. Important sub-fields of information theory include

    Information

    Information

    Information

  • Detrended fluctuation analysis
  • Method to detect power-law scaling in time series

    autocorrelation function) or 1/f noise. The obtained exponent is similar to the Hurst exponent, except that DFA may also be applied to signals whose

    Detrended fluctuation analysis

    Detrended_fluctuation_analysis

  • Time series
  • Sequence of data points over time

    Dynamical similarity index State space dissimilarity measures Lyapunov exponent Permutation methods Local flow Other univariate measures Algorithmic complexity

    Time series

    Time series

    Time_series

  • Soprano sfogato
  • Type of vocal range

    soprano and contralto.[citation needed] In the 20th century, the main exponent of this voice category was Maria Callas who had a range of F♯ below middle

    Soprano sfogato

    Soprano_sfogato

  • Natural science
  • Branch of science about the natural world and its life forms.

    fundamental element in nature. In the 5th century BC, Leucippus was an early exponent of atomism, the idea that the world is made up of fundamental indivisible

    Natural science

    Natural science

    Natural_science

  • Mathieu function
  • Special function occurring in problems possessing elliptic symmetry

    {\displaystyle \mu } is a complex number, the Floquet exponent (or sometimes Mathieu exponent), and P {\displaystyle P} is a complex valued function

    Mathieu function

    Mathieu_function

  • Edward Onslow Ford
  • English sculptor (1852–1901)

    figures became characteristic of the New Sculpture movement that developed in Britain from about 1880 and of which Ford was a leading exponent. Ford was born

    Edward Onslow Ford

    Edward Onslow Ford

    Edward_Onslow_Ford

  • Beta distribution
  • Probability distribution

    positive parameters, denoted by alpha (α) and beta (β), that appear as exponents of the variable and its complement to 1, respectively, and control the

    Beta distribution

    Beta distribution

    Beta_distribution

  • Magical realism
  • Style of literary fiction and art

    Carpentier, and Arturo Uslar Pietri. In English literature, its chief exponents include Neil Gaiman, Salman Rushdie, Alice Hoffman, Louis De Bernieres

    Magical realism

    Magical_realism

  • Rabindranath Tagore
  • Indian polymath (1861–1941)

    denounced the British Raj and advocated independence from Britain. As an exponent of the Bengal Renaissance, he advanced a vast canon that comprised paintings

    Rabindranath Tagore

    Rabindranath Tagore

    Rabindranath_Tagore

  • Binary logarithm
  • Exponent of a power of two

    important and can be omitted. However, for logarithms that appear in the exponent of a time bound, the base of the logarithm cannot be omitted. For example

    Binary logarithm

    Binary logarithm

    Binary_logarithm

  • Django Reinhardt
  • French jazz musician (1910–1953)

    to emerge in Europe and has been hailed as one of its most significant exponents. With violinist Stéphane Grappelli, Reinhardt formed the Paris-based Quintette

    Django Reinhardt

    Django Reinhardt

    Django_Reinhardt

  • Low-cycle fatigue
  • Type of material degradation

    Low cycle fatigue (LCF) has two fundamental characteristics: plastic deformation in each cycle; and low cycle phenomenon, in which the materials have

    Low-cycle fatigue

    Low-cycle_fatigue

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