arXivDaily arXiv每日学术速递 周一至周五更新

视觉与机器人

图像生成

图像生成、文生图、图像编辑、扩散模型和可控生成。

共收录 4217 信号源:cs.CV, cs.GR, cs.MM

1. 可控生成 4217 篇

2101.10060 2021-01-26 eess.SY cs.SY math.AP math.OC 50%

A Continuation Method for Large-Scale Modeling and Control: from ODEs to PDE, a Round Trip

Denis Nikitin, Carlos Canudas-de-Wit, Paolo Frasca

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2006.08253 2021-01-20 cond-mat.mes-hall 50%

Control of Spin Relaxation Anisotropy by Spin-Orbit-Coupled Diffusive Spin Motion

Daisuke Iizasa, Asuka Aoki, Takahito Saito, Junsaku Nitta, Gian Salis, Makoto Kohda

专题命中 可控生成 :diffusion(abstract)

Comments 5 pages, 5 figures

Journal ref Phys. Rev. B 103, 024427 (2021)

详情

展开后加载摘要…

URL PDF HTML 收藏
1906.03460 2021-01-20 math.AP 50%

Penalisation of Long Treatment Time and Optimal Control of a Tumour Growth Model of Cahn-Hilliard

Andrea Signori

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
1903.04930 2021-01-20 math.AP math.FA 50%

Vanishing parameter for an optimal control problem modeling tumor growth

Andrea Signori

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2007.07505 2021-01-19 cond-mat.mtrl-sci cond-mat.str-el 50%

Atomic origin for hydrogenation promoted bulk oxygen vacancies removal in vanadium dioxide

Bowen Li, Min Hu, Hui Ren, Changlong Hu, Liang Li, Guozhen Zhang, Jun Jiang, Chongwen Zou

专题命中 可控生成 :diffusion(abstract)

Comments 14 pages, 4 figures

Journal ref J. Phys. Chem. Lett. 2020, 11, 10045

详情

展开后加载摘要…

URL PDF HTML 收藏
1908.00306 2021-01-19 math.AP math.OC math.PR 50%

Optimal control of stochastic phase-field models related to tumor growth

Carlo Orrieri, Elisabetta Rocca, Luca Scarpa

专题命中 可控生成 :diffusion(abstract)

Comments 39 pages

Journal ref ESAIM Control Optim. Calc. Var. 26 (2020), Paper No. 104, 46 pp

详情

展开后加载摘要…

URL PDF HTML 收藏
2101.06205 2021-01-18 math.OC 50%

Maximum principle for stochastic control of SDEs with measurable drifts

Olivier Menoukeu-Pamen, Ludovic Tangpi

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2010.11377 2021-01-15 math.NA cs.NA 50%

A New Block Preconditioner for Implicit Runge-Kutta Methods for Parabolic PDE Problems

Md Masud Rana, Victoria E. Howle, Katharine Long, Ashley Meek, William Milestone

专题命中 可控生成 :diffusion(abstract)

Comments 20 pages

详情

展开后加载摘要…

URL PDF HTML 收藏
2101.04343 2021-01-13 math.OC 50%

Parallelized POD-based Suboptimal Economic Model Predictive Control of a State-Constrained Boussinesq approximation

Julian Andrej, Lars Grüne, Luca Mechelli, Thomas Meurer, Simon Pirkelmann, Stefan Volkwein

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
1404.1442 2021-01-12 math.PR math-ph math.AP math.FA math.MP 50%

Functional central limit theorem for Brownian particles in domains with Robin boundary condition

Zhen-Qing Chen, Wai-Tong Louis Fan

专题命中 可控生成 :diffusion(abstract)

Comments 33 pages

Journal ref Journal of Functional Analysis. Vol 269, No.12, 3765-3811 (2015)

详情

展开后加载摘要…

URL PDF HTML 收藏
2006.06249 2021-01-08 cond-mat.stat-mech math.OC nlin.AO physics.bio-ph q-bio.QM 50%

Control of tumour growth distributions through kinetic methods

L. Preziosi, G. Toscani, M. Zanella

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2012.13708 2020-12-29 math.OC math.PR 50%

On the Optimal Control of Parallel Processing Networks with Resource Collaboration and Multitasking

Erhun Özkan

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2012.10907 2020-12-22 math.OC 50%

Grid-forming lambda-omega virtual oscillator control in converter-based power systems

Taouba Jouini, Emma Tegling, Zhiyong Sun

专题命中 可控生成 :diffusion(abstract)

Comments 8 pages, 6 figures

详情

展开后加载摘要…

URL PDF HTML 收藏
1812.11655 2020-12-22 math.OC 50%

Singular Optimal Controls for Stochastic Recursive Systems under Convex Control Constraint

Liangquan Zhang

专题命中 可控生成 :diffusion(abstract)

Comments To appear in Journal of Mathematical Analysis and Applications

详情

展开后加载摘要…

URL PDF HTML 收藏
2012.04742 2020-12-10 math.AP 50%

Boundary Stabilization of the linear MGT equation with Feedback Neumann control

Marcelo Bongarti, Irena Lasiecka

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2007.06480 2020-12-02 physics.app-ph 50%

Spatial Wave Control Using a Self-biased Nonlinear Metasurface at Microwave Frequencies

Mehdi Kiani, Ali Momeni, Majid Tayarani, Can Ding

专题命中 可控生成 :diffusion(abstract)

Comments 10 pages, 14 figures

详情

展开后加载摘要…

URL PDF HTML 收藏
2007.05209 2020-11-18 math.OC math.PR 50%

A modified MSA for stochastic control problems

Bekzhan Kerimkulov, David Šiška, Łukasz Szpruch

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
1803.04689 2020-11-17 math.AP math.OC 50%

Mean-field optimal control as Gamma-limit of finite agent controls

Massimo Fornasier, Stefano Lisini, Carlo Orrieri, Giuseppe Savaré

专题命中 可控生成 :diffusion(abstract)

Journal ref Eur. J. Appl. Math. 30 (2019) 1153-1186

详情

展开后加载摘要…

URL PDF HTML 收藏
2002.09177 2020-11-06 math.OC 50%

An instantaneous semi-Lagrangian approach for boundary control of a melting problem

Youness Mezzan, Moulay Hicham Tber

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2003.01044 2020-11-05 math.NA cs.NA physics.comp-ph 50%

A Least-Squares Formulation of the Moving Discontinuous Galerkin Finite Element Method with Interface Condition Enforcement

Andrew D. Kercher, Andrew Corrigan

专题命中 可控生成 :diffusion(abstract)

Comments 38 pages, 20 figures, this work is a direct extension of arXiv:2002.12740

详情

展开后加载摘要…

URL PDF HTML 收藏
2011.01754 2020-11-04 cs.LG cs.AI 50%

ControlVAE: Tuning, Analytical Properties, and Performance Analysis

Huajie Shao, Zhisheng Xiao, Shuochao Yao, Aston Zhang, Shengzhong Liu, Tarek Abdelzaher

专题命中 可控生成 :image generation(abstract)

Comments arXiv admin note: substantial text overlap with arXiv:2004.05988

详情

展开后加载摘要…

URL PDF HTML 收藏
1909.06115 2020-11-03 math.PR math.OC 50%

On asymptotic relations between singular and constrained control problems of one-dimensional diffusions

Jukka Lempa, Harto Saarinen

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2010.16102 2020-11-02 math.OC q-fin.PM 50%

Optimal control of multiple Markov switching stochastic system with application to portfolio decision

Jianmin Shi

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2005.03330 2020-10-27 nucl-th hep-ph nucl-ex 50%

Heavy flavor quenching and flow: the roles of initial condition, pre-equilibrium evolution and in-medium interaction

Shu-Qing Li, Wen-Jing Xing, Feng-Lei Liu, Shanshan Cao, Guang-You Qin

专题命中 可控生成 :diffusion(abstract)

Comments 9 pages, 7 figures; to be published in Chinese Physics C

Journal ref Chin. Phys. C 44(2020)11, 114101

详情

展开后加载摘要…

URL PDF HTML 收藏
2010.11508 2020-10-23 cond-mat.mtrl-sci 50%

Kinetic Processes and surfactant design of Group I elements on CZTS (1-1-2-) surface

Kejie Bao, Haolin Liu, Kinfai Tse, Chunlei Yang, Guohua Zhong, Junyi Zhu

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2006.13595 2020-10-13 math.OC 50%

On a mixed singular/switching control problem with multiples regimes

Mark Kelbert, Harold A. Moreno-Franco

专题命中 可控生成 :diffusion(abstract)

详情

展开后加载摘要…

URL PDF HTML 收藏
2003.13739 2020-10-02 math.OC math-ph math.AP math.DS math.MP nlin.AO 50%

Stabilizing Optimal Density Control of Nonlinear Agents with Multiplicative Noise

Kaivalya Bakshi, Evangelos A. Theodorou, Piyush Grover

专题命中 可控生成 :diffusion(abstract)

Comments 6 pages, 0 figures, IEEE Conference on Decision and Control 2020 (accepted)

详情

展开后加载摘要…

URL PDF HTML 收藏
1910.11214 2020-10-02 math.AP cs.NA math.NA math.OC 50%

Formulation, analysis and computation of an optimization-based local-to-nonlocal coupling method

Marta D'Elia, Pavel Bochev

专题命中 可控生成 :diffusion(abstract)

Comments 27 pages, 12 figures

详情

展开后加载摘要…

URL PDF HTML 收藏
2009.07154 2020-09-29 math.OC math-ph math.AP math.DS math.MP math.PR 50%

Open-loop Deterministic Density Control of Marked Jump Diffusions

Kaivlaya Bakshi, Evangelos A. Theodorou

专题命中 可控生成 :diffusion(abstract)

Comments doctoral research work

详情

展开后加载摘要…

URL PDF HTML 收藏
2009.11159 2020-09-24 math.AP math.OC 50%

Parameter identification for nonlocal phase field models for tumor growth via optimal control and asymptotic analysis

Elisabetta Rocca, Luca Scarpa, Andrea Signori

专题命中 可控生成 :diffusion(abstract)

Comments 39 pages

详情

展开后加载摘要…

URL PDF HTML 收藏