Results 91 to 100 of about 5,496,658 (160)
Spread complexity for measurement-induced non-unitary dynamics and Zeno effect
Using spread complexity and spread entropy, we study non-unitary quantum dynamics. For non-hermitian Hamiltonians, we extend the bi-Lanczos construction for the Krylov basis to the Schrödinger picture.
Aranya Bhattacharya +3 more
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Optimized Dual-variable Grid Forward Modeling Algorithms Using a Multi-block and Multi-stage Method
In recent years, owing to its trade-off simulation accuracy and simulation efficient, the variable-grid method has garnered increasing attention. Based on the traditional variable-grid algorithm, this study proposed a multi-block and multi-stage method ...
Qingyang LI
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A modified block Lanczos algorithm with fewer vectors
The block Lanczos algorithm proposed by Peter Montgomery is an efficient means to tackle the sparse linear algebra problem which arises in the context of the number field sieve factoring algorithm and its predecessors. We present here a modified version of the algorithm, which incorporates several improvements: we discuss how to efficiently handle ...
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Applying unsupervised classification techniques on remote sensing images enables rapid land cover classification. Using remote sensing imagery from the ZY1-02D satellite's VNIC and AHSI cameras as the basis, multi-source feature information encompassing ...
Song Wu, Jian-Min Cao, Xin-Yu Zhao
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A quantum computational perspective on spread complexity
We establish a direct connection between spread complexity and quantum circuit complexity by demonstrating that spread complexity emerges as a limiting case of a circuit complexity framework built from two fundamental operations: time-evolution and ...
Cameron Beetar +4 more
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In this paper, we analyzed the influence of the spin Nernst effect on quantum correlation in a layered ferrimagnetic model. In the study of three-dimensional ferrimagnets, the focus is on materials with a specific arrangement of spins, where the ...
Leonardo S. Lima
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Flutter Optimization of Carbon/Epoxy Plates Based on a Fast Tree Algorithm
This study focuses on optimizing carbon/epoxy laminate configurations to maximize the flutter speed of composite structures using a Fast Tree Regression algorithm.
Mirko Dinulović +4 more
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Lanczos algorithm on the grassmann manifold
The problem of computing eigenvalues, eigenvectors and invariant subspaces is always present in areas as diverse as Engineering, Physics, Computer Science and Mathematics. Considering the importance of these problems in many practical applications, it is not surprising that has been and continues to be the subject of intense research.
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On Lanczos' algorithm for tri-diagonalization
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