In this paper, we present a novel balancing method for nonlinear systems in the contraction framework. We define two energy functions via variational systems. These novel controllability and observability functions can be used for model reduction of nonlinear systems. We analyze their properties, use for balancing, and application to model order reduction
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this work, we introduced extended differential balancing, which is a model reduction approach for...
In this work, we introduced extended differential balancing, which is a model reduction approach for...
In this work, we introduced extended differential balancing, which is a model reduction approach for...
In this paper, we construct balancing theory for nonlinear systems in the contraction framework. Fir...
In this paper, we construct extended balancing theory for nonlinear systems in the contraction frame...
In this paper, we investigate the minimal realization of nonlinear systems in terms of differential ...
In this paper, we construct extended balancing theory for nonlinear systems in the contraction frame...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this paper, we present a novel balancing methodfor nonlinear systems in the contraction framework...
In this work, we introduced extended differential balancing, which is a model reduction approach for...
In this work, we introduced extended differential balancing, which is a model reduction approach for...
In this work, we introduced extended differential balancing, which is a model reduction approach for...
In this paper, we construct balancing theory for nonlinear systems in the contraction framework. Fir...
In this paper, we construct extended balancing theory for nonlinear systems in the contraction frame...
In this paper, we investigate the minimal realization of nonlinear systems in terms of differential ...
In this paper, we construct extended balancing theory for nonlinear systems in the contraction frame...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
We present a method of balancing for nonlinear systems which is an extension of balancing for linear...
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