Search
Search Results
-
Entanglement measure based on optimal entanglement witness
We introduce a new entanglement measure based on optimal entanglement witness. First of all, we show that the entanglement measure satisfies some...
-
Zero-Temperature Stochastic Ising Model on Planar Quasi-Transitive Graphs
We study the zero-temperature stochastic Ising model on some connected planar quasi-transitive graphs, which are invariant under rotations and...
-
Majorana zero mode assisted spin pum**
We present a theoretical investigation of Majorana zero mode (MZM) assisted spin pum** which consists of a quantum dot (QD) and two normal leads....
-
16 * The Goldstone Theorem at Non-zero Temperature
The proof of the Goldstone theorem can be easily extended to the case of non-zero temperature T = 1/β, i.e. to representations defined by KMS states....
-
Zero sum subsequences and hidden subgroups
We propose a method for solving the hidden subgroup problem in nilpotent groups. The main idea is iteratively transforming the hidden subgroup to its...
-
One-qubit Aharonov–Bhom phase gate constructed by Majorana zero-energy states
AbstractA well-known scheme for generating Majorana zero-energy modes is a heterojunction of s-wave superconductor and topological insulator that...
-
Quantum zero correlation linear cryptanalysis
The advent of large-scale quantum computers would greatly threaten the security of current cryptosystems. It is urgent to investigate how quantum...
-
The relation between entanglement measure and coherence measure based on Hellinger distance
In (Qi et al. in J Phys A Math Theor 50(28):285301, 2017), the authors proposed a coherence measure based on concurrence measure and obtained a...
-
Chaotic dynamics and zero distribution: implications and applications in control theory for Yitang Zhang’s Landau Siegel zero theorem
This study delves into the realm of chaotic dynamics derived from Dirichlet L-functions, drawing inspiration from Yitang Zhang’s groundbreaking work...
-
Conductance spectroscopy of Majorana zero modes in superconductor-magnetic insulator nanowire hybrid systems
There has been recent interest in superconductor-magnetic insulator hybrid Rashba nanowire setups for potentially hosting Majorana zero modes at...
-
Measure Theoretic Entropy of Random Substitution Subshifts
Subshifts of deterministic substitutions are ubiquitous objects in dynamical systems and aperiodic order (the mathematical theory of quasicrystals)....
-
Positive Representations with Zero Casimirs
In this paper, we construct a new family of generalization of the positive representations of split-real quantum groups based on the degeneration of...
-
Zero-temperature magnetic phase diagram for the frustrated antiferromagnet gadolinium gallium garnet
Using the recently developed Locally Optimized Simulated Annealing (LOSA) method, we examine numerically the zero-temperature magnetic phase diagram...
-
Near-zero-dispersion soliton and broadband modulational instability Kerr microcombs in anomalous dispersion
The develo** advances of microresonator-based Kerr cavity solitons have enabled versatile applications ranging from communication, signal...
-
Energy harvesting efficiency of a quasi-zero stiffness energy harvester
In this paper, a study on modelling energy harvesting efficiency of a quasi-zero stiffness system is presented. Mechanical characteristics of the...
-
Ergodic Optimization and Zero Temperature Limits in Negative Curvature
In this paper, we study aspects of the ergodic theory of the geodesic flow on a non-compact negatively curved manifold. In topological dynamics, it...
-
Optimized quantum leading zero detector circuits
The algorithms that best demonstrate the potential of quantum computing are Shor’s algorithm and Grover’s algorithm. To this day, new evidence...
-
The Vanishing of Excess Heat for Nonequilibrium Processes Reaching Zero Ambient Temperature
We present the mathematical ingredients for an extension of the Third Law of Thermodynamics (Nernst heat postulate) to nonequilibrium processes. The...
-
Zero Measure and Singular Continuous Spectra for Quantum Graphs
We introduce a dynamically defined class of unbounded, connected, equilateral metric graphs on which the Kirchhoff Laplacian has zero Lebesgue...
