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necessary and sufficient conditions butârhâ-ye bâyesté o basandé Fr.: conditions nécessaire et suffisante If event A must occur for event B to occur, then it is said that A is → necessary for B. If event A may cause B but there could be some other cause as well, then it is said that A is sufficient to cause B. See also → if and only if (iff). → necessary; → and; → sufficient; → condition. |
negation nâyeš (#) Fr.: négation 1) The act of denying; → denial. Verbal noun of → negate. |
negative correlation hambâzâneš-e nâyidâr Fr.: corrélation négative A correlation between two variables such that as one variable's values tend to increase, the other variable's values tend to decrease. → negative; → correlation. |
negative polarization qotbeš-e nâyidâr Fr.: polarisation négative A type of polarization in which the direction of polarization becomes reversed. → negative; → polarization. |
nested function karyâ-ye tu-dar-tu Fr.: fonction imbriquée In computer programing, a function that is defined inside the definition of another function. |
nested multiplication bastâyeš-e tu-dar-tu Fr.: multiplication imbriquée A method in the evaluation of polynomials which involves fewer basic operations and allows simpler computation, especially for polynomials of high degree. More specifically, the polynomial P(x) = a0 + a1x + a2x2 + a3x3 + ... + anxn can be written in the nested form as: P(x) = a0 + x(a1 + x(a2 + ... + x(an - 1 + anx) ...)). For example, the polynomial P(x) = x3 - 5x2 + 10x - 3 has the following nested form: P(x) = ((x - 5)x + 10)x - 3. Same as the → Ruffini-Horner method. → nested; → multiplication. |
neutralization natâreš Fr.: neutralisation In optics, the process of combining two lenses having equal and opposite powers to produce a result having no power. Verbal noun of → neutralize. |
neutrino oscillation naveš-e notrino Fr.: oscillation des neutrinos The transition between neutrino types (→ neutrino flavor) which is a probabilistic consequence of → quantum mechanics. A neutrino, when produced, is in a quantum state which has three different masses. Therefore, an electron neutrino emitted during a reaction can be detected as a muon or tau neutrino. In other words, the flavor eigenstates are different from the propagation eigenstates. This phenomenon was discovered in → solar neutrinos as well as in → atmospheric neutrinos. Neutrino oscillation violates the conservation of the → lepton number; it is possible only if neutrinos have a mass. First predicted by Bruno Pontecorvo in 1957, neutrino oscillation has since been observed by several experiments. It resolved the long-standing → solar neutrino problem. The smaller the mass difference between the flavors, the longer the oscillation period, so that oscillations would not occur if all of the flavors were equal in mass or were massless. Moreover, the oscillation period increases with neutrino energy. → neutrino; → oscillation. |
neutron emission gosil-e notron (#) Fr.: émission de neutrons A type of radioactive decay of atoms containing excess neutrons, in which a neutron is ejected from the nucleus. |
neutronization notroneš Fr.: neutronisation The reaction that transforms a → proton into a → neutron when a proton and an → electron are forced together to make a neutron: p + e-→ n + ν_e. In astronomy, this process occurs during the → core collapse of → massive stars which leads to the formation of → neutron stars. |
Newton's equation hamugeš-e Newton Fr.: équation de Newton In → geometric optics, an expression relating the → focal lengths of an → optical system (f and f') and the object x and image x' distances measured from the respective focal points. Thus, ff' = xx'. Same as Newton's formula. |
Newton's first law of motion naxostin qânun-e Newtoni-ye jonbeš (#) Fr.: première loi newtonienne de mouvement A body continues in its state of constant velocity (which may be zero) unless it is acted upon by an external force. |
Newton's law of gravitation qânun-e gerâneš-e Newton Fr.: loi newtonienne de la gravitation The universal law which states that the force of attraction between any two bodies is proportional to the product of their masses and inversely proportional to the square of the distance between them: F = G (m1.m2)/r2, where G is the → gravitational constant. → Newton; → law; → gravitation. |
Newton's laws of motion qânunhâ-ye jonbeš-e Newton Fr.: lois de mouvement de Newton The three fundamental laws which are the basis of → Newtonian mechanics. They were stated in Newton's Principia (1687). → Newton's first law, → Newton's second law , → Newton's third law. |
Newton's second law of motion dovomin qânun-e Newtoni-ye jonbeš (#) Fr.: seconde loi newtonienne de mouvement For an unbalanced force acting on a body, the acceleration produced is proportional to the force impressed; the constant of proportionality is the inertial mass of the body. |
Newton's third law of motion sevomin qânun-e Newtoni-ye jonbeš (#) Fr.: troisième loi newtonienne de mouvement In a system where no external forces are present, every action force is always opposed by an equal and opposite reaction. |
Newtonian approximation nazdineš-e Newtoni Fr.: approximation newtonienne A particular solution of the → general relativity when the → gravitational mass is small. The → space-time is then approximated to the → Minkowski's and this leads to → Newtonian mechanics. → Newtonian; → approximation. |
Newtonian constant of gravitation pâyâ-ye gerâneš-e Newton Fr.: constante de la gravitation newtonienne Same as the → gravitational constant. → Newtonian; → constant; → gravitation. |
nodal regression pasraft-e gerehi Fr.: regression nodale For a ring inclined to the planet's equator, the points at which the ring crosses the equator (nodes) slowly move around the planet (regress) in a direction opposite to that of the ring's orbital motion. (Ellis et al., 2007, Planetary Ring Systems, Springer). → nodal; → regression. |
nomination nâmeneš Fr.: nomination An act or instance of nominating, especially to office. The state of being nominated (Dictionary.com). Verbal noun of → nominate. |
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