Slides
... We trust quantum over classical coin tossing because one can never rule out an insider attack on classical coin tossing, whereas an insider attack on a quantum coin toss based on a pure state is inconsistent with the beliefs that led to the pure-state assignment. ...
... We trust quantum over classical coin tossing because one can never rule out an insider attack on classical coin tossing, whereas an insider attack on a quantum coin toss based on a pure state is inconsistent with the beliefs that led to the pure-state assignment. ...
Algebra 1
... Commutative Properties – we can change the order when adding or multiplying without changing the sum or product. Equivalent Expressions – expressions such as x + 2 and 2 + x, which always result in the same number when we substitute any value for their variables. ...
... Commutative Properties – we can change the order when adding or multiplying without changing the sum or product. Equivalent Expressions – expressions such as x + 2 and 2 + x, which always result in the same number when we substitute any value for their variables. ...
Notes and examples
... numbers as represented in a Venn diagram, with some sets of numbers being a subset of another set: e.g. the integers are a subset of the rational numbers. You have seen that all the types of number that you have met so far can be considered to be a subset of a larger set of numbers: the complex numb ...
... numbers as represented in a Venn diagram, with some sets of numbers being a subset of another set: e.g. the integers are a subset of the rational numbers. You have seen that all the types of number that you have met so far can be considered to be a subset of a larger set of numbers: the complex numb ...
PEPS, matrix product operators and the Bethe ansatz
... • Ground states have extremal local correlations: all (quasi-)long range correlations are a consequence of the fact that those local correlations must be made compatible with translational invariance ...
... • Ground states have extremal local correlations: all (quasi-)long range correlations are a consequence of the fact that those local correlations must be made compatible with translational invariance ...
Quantum Channels - Institut Camille Jordan
... Assume first that H is finite dimensional, then the range of V is a finite dimensional subspace of H ⊗ K, with same dimension as H. If K is finite dimensional then H ⊗ (K C|f0 i) is of same dimension as (Ran V)⊥ ; if K is infinite dimensional then H ⊗ (K C|f0 i) and (Ran V)⊥ are both infinite di ...
... Assume first that H is finite dimensional, then the range of V is a finite dimensional subspace of H ⊗ K, with same dimension as H. If K is finite dimensional then H ⊗ (K C|f0 i) is of same dimension as (Ran V)⊥ ; if K is infinite dimensional then H ⊗ (K C|f0 i) and (Ran V)⊥ are both infinite di ...
Revista Mexicana de Física . Darboux-deformed barriers
... refer to metastable behavior [4,5] (see also [6]). They behave asymptotically as purely outgoing waves (Gamow-Siegert functions) and are associated with poles of the S-matrix in the 4th quadrant of the complex ²-plane [7, 8]. The fact that ΨG diverges at large distances is usually stressed to motiva ...
... refer to metastable behavior [4,5] (see also [6]). They behave asymptotically as purely outgoing waves (Gamow-Siegert functions) and are associated with poles of the S-matrix in the 4th quadrant of the complex ²-plane [7, 8]. The fact that ΨG diverges at large distances is usually stressed to motiva ...
