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Let and be two neuron pools controlling our right and left legs, respectively, so that our leg moves upward if the state value of the corresponding neuron pool is and downward if the state value of the corresponding neuron pool is Let and be the state values of and during the time stage where Then the movements of our legs in terms of will form a -periodic sequential pattern.
Similar(59)
Let x ( T ; φ, u ) be the state value of (1) at terminal time T, corresponding to the control u and the initial value φ.
Let (x(T x_{0},u)) be the state value of (1.1) at terminal time T corresponding to the control u and the initial value (x_{0}).
Let x ( T ; φ, u ) be the state value of (1.1) at terminal stateT, corresponding to the control u and the initial valueφ.
Let (w x,t)) be the state value of system (2.1) at time t and space X corresponding to the control function (u x,t)).
Let (x(T; u)) be the state value of fractional nonlocal evolution equation (1.1) at terminal time T corresponding to control u.
Let (x_{b}(x_{0};u)) be the state value of (1 - 3) at terminal time b corresponding to the control u and the initial value (x_{0}=phi in{B_{h}}).
Let (x_{b}(x_{0}; u)) be the state value of system (1.1 - 1.3 1.1 - 1.3nat terminalorresponding timehe control u and the initial value (x_{0} = varphiinmathcal{b}).
Let (x_{b}(x_{0}; u)) be the state value of system (1.1 - 1.3 1.1 - 1.3nat terminalorresponding timehe control u and the initial value (x_{0} = varphi(t) inmathcal{b}).
Also the flux value can be the steady state value, or, if steady state conditions can not be reached, the value at a given time, suggested by experiment.
( widehat{x}(t) ) is the state observer value, and y(t) is the actual value of the joint.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com