# Systems & Control Letters

Systems & Control Letters > 1995 > 24 > 1 > 1-5

Systems & Control Letters > 1995 > 24 > 1 > 7-11

^{n}

_{j}

_{=}

_{2}a

_{j}(x) / x

_{j}be a real analytic, n-dimensional vector field withX (0) = 0 which is homogeneous of degree m 0 with respect to a dilation δ

^{r}x = (

^{r}

_{1}x

_{1}, ,

^{r}

_{n}x

_{n}) and Y = / x

_{1}. We show that if the control systemx = X(x) + uY admits a continuous, asymptotically...

Systems & Control Letters > 1995 > 24 > 1 > 49-51

Systems & Control Letters > 1995 > 24 > 1 > 13-17

Systems & Control Letters > 1995 > 24 > 1 > 19-24

Systems & Control Letters > 1995 > 24 > 1 > 25-31

Systems & Control Letters > 1995 > 24 > 1 > 61-74

Systems & Control Letters > 1995 > 24 > 1 > 53-59

Systems & Control Letters > 1995 > 24 > 1 > 41-47

Systems & Control Letters > 1995 > 24 > 1 > 33-39

Systems & Control Letters > 1995 > 24 > 2 > 75-81

_{∞}bounded uncertainty is generalized to nonlinear systems. A nonlinear perturbation model is derived, based on the concept of a stable kernel representation of nonlinear systems. The robust stabilization problem is then translated into a non-linear disturbance feedforward H

_{∞}...

Systems & Control Letters > 1995 > 24 > 2 > 133-138

Systems & Control Letters > 1995 > 24 > 2 > 115-123

Systems & Control Letters > 1995 > 24 > 2 > 97-101

Systems & Control Letters > 1995 > 24 > 2 > 125-132

Systems & Control Letters > 1995 > 24 > 2 > 147-151

Systems & Control Letters > 1995 > 24 > 2 > 83-86

Systems & Control Letters > 1995 > 24 > 2 > 139-145

Systems & Control Letters > 1995 > 24 > 2 > 87-95

Systems & Control Letters > 1995 > 24 > 2 > 103-114