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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 4236 信号源:cs.CV, cs.GR, cs.MM

1. 可控生成 4236 篇

1112.5692 2013-02-28 math.PR math.AP math.OC 50%

A probabilistic approach to interior regularity of fully nonlinear degenerate elliptic equations in smooth domains

Wei Zhou

专题命中 可控生成 :diffusion(abstract)

Comments Accepted. 31 pages

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1302.0935 2013-02-06 math.OC math.PR 50%

Optimal control problems of fully coupled FBSDEs and viscosity solutions of Hamilton-Jacobi-Bellman equations

Juan Li, Qingmeng Wei

专题命中 可控生成 :diffusion(abstract)

Comments The paper was submitted. The first version of this paper is in 2010

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1301.7139 2013-01-31 math-ph math.MP q-bio.QM 50%

Solution to the one-dimensional telegrapher's equation subject to a backreaction boundary condition

Thorsten Prüstel, Martin Meier-Schellersheim

专题命中 可控生成 :diffusion(abstract)

Comments 13 pages, 1 figure

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1201.4575 2013-01-23 math.PR 50%

A Poincaré cone condition in the Poincaré group

Camille Tardif

专题命中 可控生成 :diffusion(abstract)

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1009.4296 2013-01-16 cond-mat.mes-hall 50%

Optimal control of magnetization dynamics in ferromagnetic heterostructures by spin--polarized currents

M. Wenin, A. Windisch, W. Poetz

专题命中 可控生成 :diffusion(abstract)

Comments 5 figures

Journal ref Journal of Applied Physics 108, 103717 (2010)

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1205.3396 2013-01-09 math.PR math-ph math.MP 50%

Existence of a unique strong solution to the DMPK equation

Maximilian Butz

专题命中 可控生成 :diffusion(abstract)

Comments 27 pages; version2: 28 pages, error in equation (2) corrected

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1212.0609 2012-12-05 math.PR stat.CO 50%

Properties of Quick Simulation Random Fields

Biao Wu, Michael A. Kouritzin, Fraser Newton

专题命中 可控生成 :image generation(abstract)

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1212.0594 2012-12-05 math.OC math.PR 50%

A Mixed Linear Quadratic Optimal Control Problem with a Controlled Time Horizon

Jianhui Huang, Xun Li, Jiongmin Yong

专题命中 可控生成 :diffusion(abstract)

Comments 22 pages

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1008.0912 2012-09-28 quant-ph cond-mat.mes-hall 50%

Nuclear Feedback in a Single Electron-Charged Quantum Dot under Pulsed Optical Control

Thaddeus D. Ladd, David Press, Kristiaan De Greve, Peter L. McMahon, Benedikt Friess, Christian Schneider, Martin Kamp, Sven Hoefling, Alfred Forchel, Yoshihisa Yamamoto

专题命中 可控生成 :diffusion(abstract)

Comments 15 pages, 7 figures. Corrected and expanded discussion. Now includes analysis of spin-echo and optical pumping experiments, in addition to FID

Journal ref Proc. SPIE 7948, Advances in Photonics of Quantum Computing, Memory, and Communication IV, 79480U (2011)

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1209.5380 2012-09-25 physics.acc-ph 50%

Beam halo dynamics and control with hollow electron beams

G. Stancari, G. Annala, A. Didenko, T. R. Johnson, I. A. Morozov, V. Previtali, G. Saewert, V. Shiltsev, D. Still, A. Valishev, L. G. Vorobiev, D. Shatilov, R. W. Assmann, R. Bruce, S. Redaelli, A. Rossi, B. Salvachua Ferrando, G. Valentino

专题命中 可控生成 :diffusion(abstract)

Comments 5 pages, 4 figures, in Proceedings of the 52nd ICFA Advanced Beam Dynamics Workshop on High-Intensity and High-Brightness Hadron Beams (HB2012), Beijing, China, 17-21 September 2012

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1201.6151 2012-09-21 nlin.CD math.DS nlin.PS 50%

Control of spatiotemporal patterns in the Gray-Scott model

Y. N. Kyrychko, K. B. Blyuss, S. J. Hogan, E. Schoell

专题命中 可控生成 :diffusion(abstract)

Comments 14 pages, 8 figures

Journal ref Chaos 19, 043126 (2009)

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1102.0881 2012-09-11 cond-mat.mtrl-sci nucl-ex 50%

Depth concentrations of deuterium ions implanted into some pure metals and alloys

A. Yu. Didyk, R. Wiśniewski, K. Kitowski, V. Kulikauskas, T. Wilczynska, A. A. Shiryaev, Ya. V. Zubavichus

专题命中 可控生成 :diffusion(abstract)

Comments 12 pages, 9 figures

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1202.3325 2012-09-04 math.OC math.DS 50%

Input-to-state stability of infinite-dimensional control systems

Sergey Dashkovskiy, Andrii Mironchenko

专题命中 可控生成 :diffusion(abstract)

Comments 33 pages

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1208.0529 2012-08-07 math.OC math.PR 50%

Stochastic maximum principle for infinite dimensional control systems

Kai Du, Qingxin Meng

专题命中 可控生成 :diffusion(abstract)

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0902.4496 2012-07-24 math.PR math-ph math.MP 50%

Geometric ergodicity of a bead-spring pair with stochastic Stokes forcing

Jonathan C. Mattingly, Scott A. McKinley, Natesh S. Pillai

专题命中 可控生成 :diffusion(abstract)

Comments A number of corrections and improvements. We thank the careful referee for useful suggestions and corrections

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1206.5495 2012-07-03 math.OC 50%

A Maximum Principle for Optimal Control of Stochastic Evolution Equations

Kai Du, Qingxin Meng

专题命中 可控生成 :diffusion(abstract)

Comments This paper has been withdrawn by the authors. This paper has been resubmitted as a revised version of arXiv:1206.3649v1

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1206.5376 2012-06-26 math.PR math.OC 50%

Note on stochastic control problems related with general fully coupled forward-backward stochastic differential equations

Juan Li

专题命中 可控生成 :diffusion(abstract)

Comments The results were presented by Juan Li at the "Stochastic Analysis In Finance" Spring School in Roscoff (France) in March 2012

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1206.2119 2012-06-12 math.OC 50%

Stochastic maximum principle for optimal control of SPDEs

Marco Fuhrman, Ying Hu, Gianmario Tessitore

专题命中 可控生成 :diffusion(abstract)

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1005.4129 2012-05-28 math.OC 50%

Maximum Principle for Forward-Backward Doubly Stochastic Control Systems and Applications

Liangquan Zhang, Yufeng Shi

专题命中 可控生成 :diffusion(abstract)

Journal ref ESAIM: COCV 17 (2011) 1174-1197

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1202.3528 2012-03-06 math.AP math.DG 50%

Stationary level surfaces and Liouville-type theorems characterizing hyperplanes

Shigeru Sakaguchi

专题命中 可控生成 :diffusion(abstract)

Comments In this revised version the condition that ${|f(x)|/(1+|x|) : x \in \mathbb R^N}$ is bounded (in the previous version) was replaced with the stronger condition that ${|f(x)-f(y)| : |x-y| \le 1}$ is bounded, since the previous condition is not enough to guarantee the existence of the limits $f_\infty$ and $g_\infty$ in the proof of Theorem 1.3

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1201.1857 2012-01-10 math.OC math.DS 50%

Ensemble Control of Stochastic Linear Systems

Ji Qi, Anatoly Zlotnik, Jr-Shin Li

专题命中 可控生成 :diffusion(abstract)

Comments 10 pages, 4 figures

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1111.1298 2011-11-09 math.PR math.OC 50%

Stochastic Optimal Control and BSDEs with Logarithmic Growth

Khaled Bahlali, Brahim El Asri

专题命中 可控生成 :diffusion(abstract)

Comments 20 pages

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1104.2123 2011-04-13 stat.ME physics.data-an 50%

Learning Active Basis Models by EM-Type Algorithms

Zhangzhang Si, Haifeng Gong, Song-Chun Zhu, Ying Nian Wu

专题命中 可控生成 :image generation(abstract)

Comments Published in at http://dx.doi.org/10.1214/09-STS281 the Statistical Science (http://www.imstat.org/sts/) by the Institute of Mathematical Statistics (http://www.imstat.org)

Journal ref Statistical Science 2010, Vol. 25, No. 4, 458-475

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1101.0172 2011-01-04 math.OC math.AP 50%

General existence and uniqueness of viscosity solutions for impulse control of jump-diffusions

Roland C. Seydel

专题命中 可控生成 :diffusion(abstract)

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1012.5686 2010-12-30 math.PR 50%

Equivalent Semigroup Properties for Curvature-Dimension Condition

Feng-Yu Wang

专题命中 可控生成 :diffusion(abstract)

Comments 16 pages

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1005.4428 2010-10-26 quant-ph cond-mat.mes-hall 50%

Control and coherence of the optical transition of single defect centers in diamond

Lucio Robledo, Hannes Bernien, Ilse van Weperen, Ronald Hanson

专题命中 可控生成 :diffusion(abstract)

Comments 5 pages,4 figures

Journal ref Phys. Rev. Lett. 105, 177403 (2010)

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1005.3111 2010-10-11 math.OC 50%

Quest for the control on the second order derivatives: topology optimization with functional includes the state's curvature

Rouhollah Tavakoli

专题命中 可控生成 :diffusion(abstract)

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astro-ph/0301093 2010-04-06 astro-ph 50%

Control of star formation by supersonic turbulence

Mordecai-Mark Mac Low, Ralf S. Klessen

专题命中 可控生成 :diffusion(abstract)

Comments Invited review for "Reviews of Modern Physics", 87 pages including 28 figures, in press

Journal ref Rev.Mod.Phys.76:125-194,2004

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1002.1812 2010-02-26 math.OC 50%

A comparison of sample-based Stochastic Optimal Control methods

Pierre Girardeau

专题命中 可控生成 :diffusion(abstract)

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1001.0206 2010-01-14 math.PR 50%

Stochastic control under progressive enlargement of filtrations and applications to multiple defaults risk management

Huyen Pham

专题命中 可控生成 :diffusion(abstract)

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