Noether


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Noe·ther

(nŭ′tər, nœ′-), Amalie Known as "Emmy." 1882-1935.
German mathematician who made important contributions to the development of modern abstract algebra.
American Heritage® Dictionary of the English Language, Fifth Edition. Copyright © 2016 by Houghton Mifflin Harcourt Publishing Company. Published by Houghton Mifflin Harcourt Publishing Company. All rights reserved.
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Noun 1. Noether - German mathematician (1882-1935)
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References in periodicals archive ?
Lukas Janssen, Chair of Theoretical Solid State Physics of the TU Dresden, examined in a recently approved Emmy Noether junior research group.
TU Dresden: Where quantum events decide; DFG grants Emmy Noether junior research group 'Quantum Critical Matter' for TUD researcher Lukas Janssen
A German delegation of 16 companies will visit Egypt to study investment opportunities in the market next week, according to Jan Noether CEO of German-Arab Chamber of Industry and Commerce-AHK.
German business delegation to visit Egypt next week
In "Geometrical/Physical Interpretation of the Conserved Quantities Corresponding to Noether Symmetries of Plane Symmetric Space-Times" B.
Qualitative and Quantitative Techniques for Differential Equations Arising in Mathematical Physics
The role and methods associated with conservation laws are now well established and there have been some momentous works in these areas in recent times building on the contributions made by Noether which generally dealt with variational problems those that admit variational symmetries.
On the Relationship between the Invariance and Conservation Laws of Differential Equations
ABSTRACT: This paper introduces the use of Noether symmetry equation for Lagrangian of conformal plane symmetric static Minkowski spacetime to find all those Minkowski spacetimes which admit the conformal factor.
CONFORMAL MINKOWSKI SPACETIME AND THE COSMOLOGICAL CONSTANT
Therefore, in this study, we nonminimally couple the Dirac field with the torsion scalar and consider the Dirac field as a source of early-time inflation and late-time acceleration in the context of the 2 + 1 dimensional teleparallel gravity on the Friedmann-Robertson-Walker (FRW) background by using the Noether gauge symmetry approach.
Dirac Field as a Source of the Inflation in 2 + 1 Dimensional Teleparallel Gravity
In our attempt to select representative women mathematicians we must omit several important figures of the eighteenth and nineteenth centuries to consider Emmy Noether (1882-1935), to many, the greatest woman mathematician of all time.
Three women of mathematics
Emmy Noether [27,28] asked whether k(G) is rational (= purely transcendental) over k.
On Noether's problem for cyclic groups of prime order
Mathematician Emmy Noether was born into an unequal world.
Emmy Noether: A Long Deserved Tribute
Among the topics are the remarkable career of Otto Grun, Emmy Noether and Hermann Weyl, Abraham Robinson and his infinitesimals, Cahit Arf and his invariant, Heinrich-Wolfgang Leopoldt, and Hoechsmann's theorem.
Contributions to the history of number theory in the 20th century
Invariant quantity is identified in a given dynamic system with the aid of Noether's theorem.
A novel diagnostic tool for simulation verification using invariant criteria
Tent, a teacher of middle-school mathematics, helps young readers understand how unusual it was for Emmy Noether to earn a doctorate from the U.
Emmy Noether; the mother of modern algebra