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Other general procedures for finding change points in continuous functions are the so-called change point techniques.
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The additional influx is modelled using a built-in continuous function to simulate a step function.
The properties of eigenvectors imply that and are in fact continuous functions.
This paper proposes an improved sliding mode control strategy in which a modified sliding condition in a continuous function in control signal is taken into account instead of discontinuous part and also it adds an auxiliary continuous control to the control input.
A necessary and sufficient characterization is given that specifies which sets of sums of translations of radial functions are dense in the set of continuous functions in the plane.
Ponomarev considers in [30] two continuous functions with right Dini derivatives, absolute semicontinuous from below in, and absolute semicontinuous from above in, that satisfy the following inequalities a.e.
Specifically, the interlaminar continuity of displacements and transverse stresses, due to compatibility and equilibrium conditions, are both in the form of C0 continuous functions in the thickness z-direction.
An interesting consequence in probability space is convergence in probability of all continuous functions on every convergent in probability sequence.
Assume that nonlinear system (1.5) is supplemented with initial values of the type (2.1). in which are continuous functions.
In case of continuous functions, the sum over x u have to be replaced with the integral.
Assume that Condition 3 is satisfied and that the following hold: (1) is a uniformly -positive operator in, and are continuous functions on, (2), and for.
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