Algebraic Eraser (AE) is an anonymous key agreement protocol that allows two parties, each having an AE public–private key pair, to establish a shared...

Iris Anshel invented the Anshel–Anshel–Goldfeld key exchange and the Algebraic Eraser. They also helped found Braid Group Cryptography. Victor Shoup, US...

efficient solution has achieved. Algebraic Eraser Group-based cryptography Anshel, I.; Anshel, M.; Goldfeld, D. (1999). "An algebraic method for public-key cryptography"...

Alastair Denniston • Al Bhed language • Alex Biryukov • Alfred Menezes • Algebraic Eraser • Algorithmically random sequence • Alice and Bob • All-or-nothing...

jazz band that Viktor Navorski carries a picture of with him. in the movie Eraser (1996), the weapons trade operation took place at the Baltimore Docks, Pier...

seem to retroactively alter its previous behavior at the slits. Quantum eraser experiments demonstrate that wave behavior can be restored by erasing or...

a metal compass, a metal divider, a 9 cm pencil, a pencil sharpener, an eraser and a 10mm stencil. The Construction and Principal Uses of Mathematical...

is at least 10,000 times the speed of light. The delayed-choice quantum eraser is a version of the EPR paradox in which the observation (or not) of interference...

The use of calculators is not allowed on the test, with only pencils, erasers, rulers, and compasses permitted. The competition consists of 15 questions...

mechanics. The C*-algebraic formulation can be seen to include both classical and quantum systems. When the system is classical, the algebra of observables...

notation was designed to facilitate the formal manipulation of linear-algebraic expressions. Some of the properties that allow this manipulation are listed...

there are infinitely many solutions to the above equations (any closed, algebraic complement of p solves it; it need not be the orthocomplement). More generally...

that state to be non-local. Entanglement is more commonly viewed as an algebraic concept, noted for being a prerequisite to non-locality as well as to...

Lie algebra. Up to formal equivalence, the Moyal Bracket is the unique one-parameter Lie-algebraic deformation of the Poisson bracket. Its algebraic isomorphism...

quantum field theory in curved spacetime axiomatic, algebraic and constructive quantum field theory C*-algebra formalism Generalized statistical model of quantum...

of interest in its own right, for example in the delayed choice quantum eraser, the Elitzur–Vaidman bomb tester, and in studies of quantum entanglement...

rectangular barriers shown, can be analysed and solved algebraically.: 96  Most problems do not have an algebraic solution, so numerical solutions are used. "Semiclassical...

change, were developed during the 20th century and make use of linear algebra and functional analysis. Quantum physics has proven to be an empirical...

E_{\mathrm {J} }/E_{\mathrm {C} }} , the anharmonicity only has a weaker, algebraic dependence on E J / E C {\displaystyle E_{\mathrm {J} }/E_{\mathrm {C}...

normalized linear functionals on a C*-algebra, or sometimes other classes of algebras of observables. See State on a C*-algebra and Gelfand–Naimark–Segal construction...

Korepin (July 1982). "Pauli principle for one-dimensional bosons and the algebraic Bethe ansatz" (PDF). Letters in Mathematical Physics. 6 (4): 283–288....

form of the wave function have a deep mathematical significance. The algebraic structure represented by the gamma matrices had been created some 50 years...

are compatible with relativity. It extends the Heisenberg-type operator algebra to operator product rules, which are new relations difficult to see in...

the present case that they are square integrable), sometimes with an algebraic structure on the set (in the present case a vector space structure with...

preceding analysis is algebraic, using only the commutation relations between the raising and lowering operators. Once the algebraic analysis is complete...

have allowed advanced tests of this concept. Experiments like the quantum eraser verify the key ideas in complementarity; modern exploration of quantum entanglement...

formulation, it produces spectra of (mostly energy) operators by purely algebraic, ladder operator methods. Relying on these methods, Wolfgang Pauli derived...

explained in the section on linearity below. In the language of linear algebra, this equation is an eigenvalue equation. Therefore, the wave function...

{t}{2}}\sigma _{y}\right).} Operators can be represented by matrices. From linear algebra one knows that a certain matrix A {\displaystyle A} can be represented...

three-dimensional Levi-Civita symbol. The gamma matrices form bases in Clifford algebra, and have a connection to the components of the flat spacetime Minkowski...