Examples of using Linear system in English and their translations into Ukrainian
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Print is a linear system.
The linear system can be solved by Cramer's rule.
Signal Transmission through Linear Systems.
Modern linear system of movement on guides.
Decomposition and Control in Linear Systems.
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Solving linear systems by the addition method.
This, with the constraints, gives a linear system in the u′j.
Solving linear systems with Cramer's rule.
A system of differential equations is said to be nonlinear if it is not a linear system.
We can solve a linear system through Cramer's Rule.
Whichever method we choose to solve this problem,we will need to solve a large linear system of equations.
The reader may recall linear systems of equations from high school, they look like this.
Nonlinear differential equations A system of differential equations is said to be nonlinear if it is not a linear system.
In linear systems, new properties does not occur for any disturbances and changes remain to be quantitative.
We present the basics of methods for linear systems of large dimension and linear least squares problems.
Thus, the error function is quadratic with respect to the parameter vector andcan be differentiated easily to a linear system.
Hence, understanding linear systems and their solutions is a crucial first step to understanding the more complex nonlinear systems. .
CLD diode datasheet, MCC CRD diode datasheet,Semitec J500 diode datasheet, Linear Systems/ Siliconix/ Vishay 1N5283 to 1N5314 diode datasheet, Central Semiconductor.
To avoid solving a linear system involving the large kernel matrix, a low rank approximation to the matrix is often used to use the kernel trick.
One can approach this problem using change-point detection, or by modelingthe time-series as a more sophisticated system, such as a Markov jump linear system.
Relaxation methods were developed for solving large sparse linear systems, which arose as finite- difference discretizations of differential equations.
In linear systems having many degrees of freedom and in continuous systems, resonance retains the same basic features as in a system having two degrees of freedom.
From a purely mathematical standpoint,you will study aspects of probability, linear systems, and stochastic processes, used in many automatic reasoning and planning problems.
A comparison of the convergence of gradient descent with optimal step size(in green) and conjugate vector(in red)for minimizing a quadratic function associated with a given linear system.
The Kalman Filter is the optimal linear estimate for linear system models with additive independent white noise in both the transition and the measurement systems. .
This linear system puts pressure on resources, pollutes and degrades the natural environment and its ecosystems, and creates significant negative societal impacts at local, regional, and global scales.
In 2008 року,I issued the second enlarged edition of the book“Decomposition and Control in Linear Systems” and the monograph”Control of Gyroscopic Systems and Other Tasks of the Analytical Mechanics”.
If a periodic but nonharmonic external force acts on a linear system, then resonance occurs only when the external force contains harmonic components with a frequency close to a natural frequency of the system. .
The concept of wavelength is most often applied to sinusoidal, or nearly sinusoidal,waves, because in a linear system the sinusoid is the unique shape that propagates with no shape change- just a phase change and potentially an amplitude change.