Zhang, J, Liu, JZ: New matrix bounds, an existence uniqueness and a fixed-point iterative algorithm for the solution of the unified coupled algebraic Riccati equation. Int. J. Comput. Math. 89(4), 527-542 (2012)J. Zhang and J.-Z. Liu, “New matrix bounds, an existence uniqueness ...
Algorithm 4.3.1 Initialization: Let x0∈ ℋ1 be arbitrary. Iterative step: for n∈ ℕ, let (4.3.55)xn+1=αnfxn+1−αnUwxn,n∈ℕ, Where f : ℋ1→ ℋ2 is a strict contraction of modulus ρ∈ [0, 1), αn∈ (0, 1) and γ∈01λ with λ being the spectral radiu...
System Objects in DSP System Toolbox that Support Fixed-Point Design Simulink Blocks in DSP System Toolbox that Support Iterative Fixed-Point Conversion Workflow Arithmetic Operations Convert dsp.FIRFilter Object to Fixed-Point Using the Fixed-Point Converter App ...
Fixed-Point Concepts and Terminology System Objects in DSP System Toolbox that Support Fixed-Point Design Simulink Blocks in DSP System Toolbox that Support Iterative Fixed-Point Conversion Workflow Arithmetic Operations Convert dsp.FIRFilter Object to Fixed-Point Using the Fixed-Point Converter App ...
Furthermore, the convergence analysis of the proposed iterative algorithm under some suitable conditions is studied. As a consequence, we point out that one can derive the correct version of the algorithms and results presented in the above mentioned papers....
Floating-point to fixed-point conversion, fixed-point algorithm designTo model fixed-point signal processing algorithms and analyze the effects of quantization on system behavior and performance, you can use the DSP System Toolbox™ and Fixed-Point Designer™ functionality. For a list of DSP Sys...
Fixed-Point Concepts and Terminology System Objects in DSP System Toolbox that Support Fixed-Point Design Simulink Blocks in DSP System Toolbox that Support Iterative Fixed-Point Conversion Workflow Arithmetic Operations Convert dsp.FIRFilter Object to Fixed-Point Using the Fixed-Point Converter App ...
We report on a new iterative method for regularizing a nonlinear operator equation in Hilbert spaces. The proposed algorithm is a combination of Tikhonov regularization and a fixed point algorithm for the minimization of the Tikhonov functional. Under the assumptions that the operator F is twice ...
The last solution re-initializes the algorithm in the next MPC step. As a sufficient condition it is shown that the fixed-point iterative MPC scheme is asymptotically stable and improving in terms of optimality if the number of iterations per MPC step satisfies a lower bound. Several norms ...
Fixed-Point Filters Fixed-point filter design Floating-Point to Fixed-Point Conversion Algorithm and model conversion Quantizers Encoders, decoders, scalar and vector quantizers Featured Examples GSM Digital Down Converter in Simulink Simulate steady-state behavior of a fixed-point digital down converter...