نتائج البحث

A family of conjugate gradient methods for large-scale nonlinear equations.

• Authors : Feng, Dexiang ; Sun, Min¹ ; Wang, Xueyong¹

• Source: Journal of Inequalities & Applications. 9/22/2017, Vol. 2017 Issue 1, p1-8. 8p.

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Affine-invariant contracting-point methods for Convex Optimization.

• Authors : Doikov, Nikita¹ (AUTHOR) ; Nesterov, Yurii² (AUTHOR)

• Source: Mathematical Programming. Mar2023, Vol. 198 Issue 1, p115-137. 23p.

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A hybrid stochastic optimization framework for composite nonconvex optimization.

• Authors : Tran-Dinh, Quoc¹ (AUTHOR) ; Pham, Nhan H.¹ (AUTHOR); Phan, Dzung T.² (AUTHOR)

• Source: Mathematical Programming. Feb2022, Vol. 191 Issue 2, p1005-1071. 67p.

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New inertial proximal gradient methods for unconstrained convex optimization problems.

• Authors : Duan, Peichao¹ (AUTHOR) ; Zhang, Yiqun² (AUTHOR); Bu, Qinxiong² (AUTHOR)

• Source: Journal of Inequalities & Applications. 12/7/2020, Vol. 2020 Issue 1, p1-18. 18p.

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Gradient methods exploiting spectral properties.

• Authors : Huang, Yakui¹ (AUTHOR); Dai, Yu-Hong² (AUTHOR) ; Liu, Xin-Wei¹ (AUTHOR)

• Source: Optimization Methods & Software. Aug2020, Vol. 35 Issue 4, p681-705. 25p.

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New analysis of linear convergence of gradient-type methods via unifying error bound conditions.

• Authors : Zhang, Hui¹ (AUTHOR)

• Source: Mathematical Programming. Mar2020, Vol. 180 Issue 1/2, p371-416. 46p.

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A new spectral conjugate gradient method for large-scale unconstrained optimization.

• Authors : Jian, Jinbao^1,2 (AUTHOR) ; Chen, Qian² (AUTHOR); Jiang, Xianzhen¹ (AUTHOR)

• Source: Optimization Methods & Software. Jun2017, Vol. 32 Issue 3, p503-515. 13p.

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Gradient methods and conic least-squares problems.

• Authors : Xia, Yu¹ (AUTHOR)

• Source: Optimization Methods & Software. Aug2015, Vol. 30 Issue 4, p769-803. 35p.

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Generalized self-concordant analysis of Frank–Wolfe algorithms.

• Authors : Dvurechensky, Pavel; Safin, Kamil; Shtern, Shimrit

Subjects: ALGORITHMS; COMPUTATIONAL statistics; MACHINE learning

• Source: Mathematical Programming; Mar2023, Vol. 198 Issue 1, p255-323, 69p

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Generalized Conjugate Gradient Methods for $\ell_1$ Regularized Convex Quadratic Programming with Finite Convergence

• Authors : Lu, Zhaosong; Chen, Xiaojun

Subjects: Mathematics - Optimization and Control; Computer Science - Machine Learning; Mathematics - Numerical Analysis

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