<--- Back to Details
First PageDocument Content
Mathematical optimization / Terrestrial locomotion / Academia / Walking / Systems science / Systems theory / Operations research / Dance science / Gait / Quadratic programming / Optimal control / Control theory
Date: 2016-07-22 11:14:47
Mathematical optimization
Terrestrial locomotion
Academia
Walking
Systems science
Systems theory
Operations research
Dance science
Gait
Quadratic programming
Optimal control
Control theory

Dynamic Walking on Stepping Stones with Gait Library and Control Barrier Functions Quan Nguyen1 , Xingye Da2 , J. W. Grizzle3 , Koushil Sreenath1 1

Add to Reading List

Source URL: web.eecs.umich.edu

Download Document from Source Website

File Size: 1,83 MB

Share Document on Facebook

Similar Documents

Math. Program., Ser. B 100: 95–Digital Object Identifier (DOIs10107Nick Gould · Philippe L. Toint  Preprocessing for quadratic programming

Math. Program., Ser. B 100: 95–Digital Object Identifier (DOIs10107Nick Gould · Philippe L. Toint Preprocessing for quadratic programming

DocID: 1v8H0 - View Document

LEARNING A CLASSIFICATION OF MIXED-INTEGER QUADRATIC PROGRAMMING PROBLEMS Pierre Bonami Andrea Lodi

LEARNING A CLASSIFICATION OF MIXED-INTEGER QUADRATIC PROGRAMMING PROBLEMS Pierre Bonami Andrea Lodi

DocID: 1ulPL - View Document

Feedback for reg. noCE000: Programming in Java — Roots of a Quadratic Presentation: 12/25 Oh dear! Your program is absolutely devoid of comments, which means that anyone encountering the code for the first

Feedback for reg. noCE000: Programming in Java — Roots of a Quadratic Presentation: 12/25 Oh dear! Your program is absolutely devoid of comments, which means that anyone encountering the code for the first

DocID: 1u6LO - View Document

A weighted gram-schmidt method for convex quadratic programming

A weighted gram-schmidt method for convex quadratic programming

DocID: 1tRnC - View Document

Technical Report TRA Comparison of Several Solvers for Bound Constraint Quadratic Programming within the Context of Frictionless Multibody Dynamics

Technical Report TRA Comparison of Several Solvers for Bound Constraint Quadratic Programming within the Context of Frictionless Multibody Dynamics

DocID: 1tHhe - View Document