Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-09T16:50:21.141758Z
Paper Citation Record · LEDGER
As of 10 August 2026, this Paper Citation Record lists 63 of 63 outbound references and 3 inbound Pith citation observations for arXiv:2502.01055.
A citation records a reference. It does not transfer a finding from one paper to another.
Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-09T16:50:21.141758Z
One-hop event checks from named stored sources.
Source: scholarly_work_events, retraction_status_cache, observed 2026-08-10T06:31:04.303077+00:00
Pith citing papers itemized under the disclosed page cap.
Source: paper_references, paper_reference_links, observed 2026-08-09T11:04:28.242865Z
A source-named dated measurement, never combined with another source.
Source: arxiv_reference, observed 2026-06-29T12:33:24.589224Z
63 of 63 outbound references displayed
External citation measurements
No source-named external measurement is stored.
Observation c9c94536-b27e-403c-b46d-09966f909259 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning IFAC-PapersOnLine, 50(1):1463– 1469, 2017
Reference 1
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Observation 04b5dfa8-cf98-41c2-bfec-25b1b81176b0 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Grieco, and Gerardo Fernández-López
Reference 2
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Observation 48b64a00-2745-4c17-ac44-2c01ba17a5a6 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Caldwell, José Cappelletto, Juan C
Reference 3
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Observation d6e388dc-e75c-4987-9f7c-6c20c11a3084 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning On using the elastic mode in nonlinear programming approaches to mathematical programs with complementarity constraints
Reference 4
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Real-time multi- contact model predictive control via admm
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Observation 92fe6a04-019a-48a7-bd90-c95e0873d38c · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning PROX-QP: Yet another quadratic pro- gramming solver for robotics and beyond
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Observation fa07042d-a13e-4c2d-b636-0382f0a4a631 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Powell, Benjamin Katz, Jared Di Carlo, Patrick M
Reference 8
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Observation e785e37a-55c9-4e5d-8d2b-c617b4e4d576 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Blickhan
Reference 9
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Observation f0098004-9500-4da4-8a6d-c80b4cc4e6dd · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning The Pinocchio C++ library – a fast and flexible implementation of rigid body dynamics algorithms and their analytical derivatives
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Unresolved cited work
Reference 11
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Footstep planning on un- even terrain with mixed-integer convex optimization
Reference 12
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Observation bfc8913f-3238-4bef-9c59-52409b19b838 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Local convergence of generalized gauss-newton and sequential convex pro- gramming
Reference 13
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Observation a5e251b3-bc9b-4d1c-b7bb-b3adc265ea67 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Local convergence of sequential convex programming for nonconvex op- timization
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Observation d0bf73bc-a2a7-4825-ba28-815802054cc0 · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning A smoothing method for mathematical programs with equi- librium constraints
Reference 15
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Real-time motion planning of legged robots: A model predictive control approach
Reference 16
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning OCS2: An open source library for optimal control of switched systems
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Ferreau, C
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Fletcher
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Practical methods of optimization
Reference 20
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Solving mathematical programs with complementarity constraints as nonlinear programs
Reference 21
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Local convergence of sqp methods for math- ematical programs with equilibrium constraints
Reference 22
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Gill and Elizabeth Wong
Reference 23
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Gill, Walter Murray, and Michael A
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Observation 309eabce-9f3e-480d-95a1-5436e7e74def · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Sanfelice, and Andrew R
Reference 25
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Observation f616178c-085c-4778-bc94-624a2f6dd5cf · outbound
On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Towards Tight Convex Relaxations for Contact-Rich Manipulation
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Observation 1240a013-2693-4ca4-b1ff-1ca8634b41b5 · outbound
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Reference 27
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Constrained differential dynamic programming: A primal-dual augmented lagrangian ap- proach
Reference 29
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Stagewise implementations of sequential quadratic programming for model-predictive control
Reference 30
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Fast and Certifiable Trajectory Optimization
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Tailoring so- lution accuracy for fast whole-body model predictive control of legged robots
Reference 32
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Fast contact-implicit model predictive control
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Unresolved cited work
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning A Practical and Optimal First-Order Method for Large-Scale Convex Quadratic Programming
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Reference 45
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Reference 46
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Reference 49
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning How stringent is the linear independence assumption for mathematical pro- grams with complementarity constraints? Mathematics of Operations Research , 26(4):851–863, 2001
Reference 50
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Stellato, G
Reference 54
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning OSQP: An operator splitting solver for quadratic programs
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Reference 56
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning On the imple- mentation of an interior-point filter line-search algorithm for large-scale nonlinear programming
Reference 57
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Reference 58
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Reference 59
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Observation 7a6c696f-4267-4486-ad69-fb562094f2eb · outbound
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Reference 61
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Reference 62
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On the Surprising Robustness of Sequential Convex Optimization for Contact-Implicit Motion Planning Similarly, m1 + 1 ∼ m1 + m2,− are negative, while m1 + m2,− + 1 ∼ m1 + m2’s components of w⋆ become zero
Reference 63
Source-reported events for the cited work
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Source-reported events for the cited work
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