New Class of Quantum Error-Correcting Codes for a Bosonic Mode
... We construct a new class of quantum error-correcting codes for a bosonic mode, which are advantageous for applications in quantum memories, communication, and scalable computation. These “binomial quantum codes” are formed from a finite superposition of Fock states weighted with binomial coefficient ...
... We construct a new class of quantum error-correcting codes for a bosonic mode, which are advantageous for applications in quantum memories, communication, and scalable computation. These “binomial quantum codes” are formed from a finite superposition of Fock states weighted with binomial coefficient ...
Read PDF - Physics
... of the interferometer phases. Moreover, one can also show that the single photon and two-photon coincidence rates are constant by calculating the marginal probabilities [8]. This result corresponds to the third photon carrying time information about the other two photons and “tracing it out” will er ...
... of the interferometer phases. Moreover, one can also show that the single photon and two-photon coincidence rates are constant by calculating the marginal probabilities [8]. This result corresponds to the third photon carrying time information about the other two photons and “tracing it out” will er ...
Take a Ride on a Time Machine* - Philsci
... for example, one wants an empiricist conception of laws on which the laws supervene on the occurrent regularities, then the weak sense of physical possibility does not entail the strong sense since lawhood is not necessarily transmitted down the chain of nomological accessiblity. Consider, for sake ...
... for example, one wants an empiricist conception of laws on which the laws supervene on the occurrent regularities, then the weak sense of physical possibility does not entail the strong sense since lawhood is not necessarily transmitted down the chain of nomological accessiblity. Consider, for sake ...
An important problem, not discussed so far by other authors, is the
... This paper is organized as follows. Section 2 presents the minimal background in quantum circuit design necessary to understand the paper. Examples are used to illustrate the most important notions. Section 3 describes the general problem of synthesis of quantum circuits (called also quantum arrays) ...
... This paper is organized as follows. Section 2 presents the minimal background in quantum circuit design necessary to understand the paper. Examples are used to illustrate the most important notions. Section 3 describes the general problem of synthesis of quantum circuits (called also quantum arrays) ...
Wholeness and the Implicate Order
... give insight into the fragmentary function of the common language rather than to provide a new way of speaking that can be used for practical communications. In chapter 3 the same questions are considered within a different context. It begins with a discussion of how reality can be considered as in ...
... give insight into the fragmentary function of the common language rather than to provide a new way of speaking that can be used for practical communications. In chapter 3 the same questions are considered within a different context. It begins with a discussion of how reality can be considered as in ...
Local Reduction in Physics - PhilSci
... In his widely cited 1973 paper, Nickles distinguished two types of approach to reduction in physics: first, the approach commonly employed by philosophers, which originates in Ernest Nagel’s well-known account of reduction, and second, the approach commonly employed by physicists that requires one t ...
... In his widely cited 1973 paper, Nickles distinguished two types of approach to reduction in physics: first, the approach commonly employed by philosophers, which originates in Ernest Nagel’s well-known account of reduction, and second, the approach commonly employed by physicists that requires one t ...
Certainty relations, mutual entanglement, and nondisplaceable
... show that there exists a quantum state mutually unbiased with respect to both bases. We shall further refer to such kind of state as being mutually coherent. In this work we analyze upper bounds for the average entropy involving an arbitrary number of orthogonal measurements. We derive a universal c ...
... show that there exists a quantum state mutually unbiased with respect to both bases. We shall further refer to such kind of state as being mutually coherent. In this work we analyze upper bounds for the average entropy involving an arbitrary number of orthogonal measurements. We derive a universal c ...
The Polarizable Continuum Model Goes Viral! - Munin
... what are the electrons really doing in molecules? This question was posed by R. S. Mulliken over a half-century ago* and can be considered the fundamental research question behind the development of quantum chemistry. The purpose of quantum chemistry is to provide models based on first principles th ...
... what are the electrons really doing in molecules? This question was posed by R. S. Mulliken over a half-century ago* and can be considered the fundamental research question behind the development of quantum chemistry. The purpose of quantum chemistry is to provide models based on first principles th ...
quantum
... describing the functioning of the physical world independent of the observing, thinking person, as Newtonian mechanics is generally considered to be (Snyder, 1990, 1992). Chief among the reasons for the thesis that cognition and the physical world are linked in quantum mechanics is that all knowledg ...
... describing the functioning of the physical world independent of the observing, thinking person, as Newtonian mechanics is generally considered to be (Snyder, 1990, 1992). Chief among the reasons for the thesis that cognition and the physical world are linked in quantum mechanics is that all knowledg ...
The Path Integral approach to Quantum Mechanics Lecture Notes
... • What adds up is the amplitude Φ and not the probability density itself. • The difference between classical and quantum composition of probabilities is given by the interference between classically distinct trajectories. In the standard approach to Quantum Mechanics, the probability amplitude is de ...
... • What adds up is the amplitude Φ and not the probability density itself. • The difference between classical and quantum composition of probabilities is given by the interference between classically distinct trajectories. In the standard approach to Quantum Mechanics, the probability amplitude is de ...
Multi-party Quantum Computation Adam Smith
... provided that one assumed that every pair of participants was connected by a secure channel. Moreover, this bound is tight due to the impossibility of even agreeing on a single bit when t ≥ n3 (see Lynch [Lyn96], for example). The main difference between the results of [CCD88] and those of [BGW88] ...
... provided that one assumed that every pair of participants was connected by a secure channel. Moreover, this bound is tight due to the impossibility of even agreeing on a single bit when t ≥ n3 (see Lynch [Lyn96], for example). The main difference between the results of [CCD88] and those of [BGW88] ...
Wigner`s Dynamical Transition State Theory in
... they enable us to show that ‘near’ the saddle the energy surface has what we call the ‘bottleneck property’ which facilitates the construction of an energy dependent dividing surface. This dividing surface has the ‘no-recrossing’ property and the flux across the dividing surface is ‘minimal’ (in a s ...
... they enable us to show that ‘near’ the saddle the energy surface has what we call the ‘bottleneck property’ which facilitates the construction of an energy dependent dividing surface. This dividing surface has the ‘no-recrossing’ property and the flux across the dividing surface is ‘minimal’ (in a s ...
Quantum Gates and Simon`s Algorithm
... Basic Facts About Boolean Functions Boolean functions Any function f : {0, 1}n → {0, 1}m , where n is the number of input bits and m the number of output bits is said to be a Boolean function. Any Boolean function can be represented by a truth table. If f = (f1 , . . . , fm ), this is a matrix of s ...
... Basic Facts About Boolean Functions Boolean functions Any function f : {0, 1}n → {0, 1}m , where n is the number of input bits and m the number of output bits is said to be a Boolean function. Any Boolean function can be represented by a truth table. If f = (f1 , . . . , fm ), this is a matrix of s ...
