• No results found

algebraic equation

Reduces Solution of Fredholm Integral Equation to a System of Linear Algebraic Equation

Reduces Solution of Fredholm Integral Equation to a System of Linear Algebraic Equation

... The objective of this research is to study some types of kernel of integral equations like iterated kernel, symmetric , different and Resolved kernel and to determine the Resolved kernel for Fredholm integral ...

9

A Discrete-Time Quasi-Theoretical Solution of the Modified Riccati Matrix Algebraic Equation

A Discrete-Time Quasi-Theoretical Solution of the Modified Riccati Matrix Algebraic Equation

... Riccati algebraic equation to a quadratic one, and therefore, we deduct in the third section, the two quasi- theoretical minimize and maximize optimal control matrices and force ...

6

COMPARISON BETWEEN ALGEBRAIC GRID AND ELLIPTIC GRID OVER AN AIRFOIL

COMPARISON BETWEEN ALGEBRAIC GRID AND ELLIPTIC GRID OVER AN AIRFOIL

... as algebraic grid generation method and elliptic grid generation method were chosen ....The algebraic equation is used to relate the grid point in the computational domain to those of the physical ...

9

Propagation of Plane Waves in a Rotating Magneto- Thermoplastic Fiber-Reinforced Medium with Voids under G-N Theory

Propagation of Plane Waves in a Rotating Magneto- Thermoplastic Fiber-Reinforced Medium with Voids under G-N Theory

... an algebraic equation involving a determinant whose elements contain the material parameters, the direction of applied magnetic field, rotation and the direction of plane wave ...

11

MathPDE: A Package to Solve PDEs by Finite Differences »

MathPDE: A Package to Solve PDEs by Finite Differences »

... an algebraic equation system on the grid; if the system is nonlinear, then a multidi- mensional Newton–Raphson method [7] is used to solve ...linear algebraic systems ...

53

GLOBALIZATION OF REAL ZEROS OF A RANDOM TRIGONOMETRIC POLYNOMIAL

GLOBALIZATION OF REAL ZEROS OF A RANDOM TRIGONOMETRIC POLYNOMIAL

... algebraic equation, real roots, domain of attraction of the normal law, slowly varying function... The double integral appearing in (5) is dominated by a decreasing exponential[r] ...

7

On a Computational Method for Non-integer Order Partial Differential Equations in Two Dimensions

On a Computational Method for Non-integer Order Partial Differential Equations in Two Dimensions

... considered equation is converted to an algebraic equation which is easily soluble for unknown coefficient matrix needed in the approximate ...

19

Algorithm of Iterative Solution of Linear Algebraic Equations Systems Based on the Second Order Delta-Transformation for Specialized Computers of Real-Time Systems

Algorithm of Iterative Solution of Linear Algebraic Equations Systems Based on the Second Order Delta-Transformation for Specialized Computers of Real-Time Systems

... of algebraic equation systems with constant and variable free terms based on the second order delta-transformation with variable ...various algebraic equation systems, which differ in ...

11

OPERATION CALCULUS OF LAPLACE-WEIERSTRASS TRANSFORM

OPERATION CALCULUS OF LAPLACE-WEIERSTRASS TRANSFORM

... differential equation of time domain form is first transformed to algebraic equation of frequency domain ...the algebraic equation in frequency domain, the result then is finally ...

7

Characterization of solutions of the discrete time algebraic Riccati equation based on quadratic difference forms

Characterization of solutions of the discrete time algebraic Riccati equation based on quadratic difference forms

... In the behavioral system theory, a dynamical system is defined as a triple = (T, W, B), where T is the time axis, and W is the signal space in which the trajectories take their values on. The behavior B ⊆ W T is the set ...

23

MECH466 L3 ODESolution

MECH466 L3 ODESolution

... ƒ We can transform an ordinary differential We can transform an ordinary differential equation into an algebraic equation which is equation into an algebraic equation which is easy t[r] ...

6

STRONG RESULT & ASYMPTOTIC ESTIMATES OF REAL ZEROS OF RANDOM POLYNOMIALS

STRONG RESULT & ASYMPTOTIC ESTIMATES OF REAL ZEROS OF RANDOM POLYNOMIALS

... Keywords and phrases: Independent, identically distributed random variables, random algebraic polynomial, random algebraic equation, real roots, domain of attraction of the n[r] ...

8

EXPECTED NUMBER OF LEVEL CROSSINGS OF A RANDOM ORTHOGONAL POLYNOMIAL

EXPECTED NUMBER OF LEVEL CROSSINGS OF A RANDOM ORTHOGONAL POLYNOMIAL

... KEYWORDS AND PHRASES: Independent, identically distributed random variables, random algebraic polynomial, random algebraic equation, real roots, domain of attraction of.. the no[r] ...

15

AVERAGE NUMBER OF REAL ZEROS OF RA NDOM TRIGONOMETRIC POLYNOMIAL

AVERAGE NUMBER OF REAL ZEROS OF RA NDOM TRIGONOMETRIC POLYNOMIAL

... KEYWORDS AND PHRASES: Independent, identically distributed random variables, random algebraic polynomial, random algebraic equation, real roots, domain of attraction of.. the nor[r] ...

7

Rescaled objective solutions of Fokker Planck and Boltzmann equations

Rescaled objective solutions of Fokker Planck and Boltzmann equations

... Fokker-Planck equation is an adaption of hypoco- ercivity in a non-autonomous ...Langevin equation [31] and the meta-stability of bar states in Navier-Stokes equations ...

23

Numerical experiments for turbulent flows

Numerical experiments for turbulent flows

... Two-equation models are based on transport equations for two characteristic scales of turbulent motion, mostly for the turbulent energy k and dissipation rate , often used in the form of specific dissipation rate ...

6

Convergence of Legendre wavelet collocation method for solving nonlinear Stratonovich Volterra integral equations

Convergence of Legendre wavelet collocation method for solving nonlinear Stratonovich Volterra integral equations

... integral equation reduces to the nonlin- ear system of algebraic equations which can be solved by using a suitable numerical method such as Newton’s ...

18

Optimal integrated passive/active design of the suspension system using iteration on the Lyapunov equations

Optimal integrated passive/active design of the suspension system using iteration on the Lyapunov equations

... matrix equation in P, it is mostly preferred to use the Kleinman iteration by iteratively solving of LE (9) which is linear in P and then improving the controller by ...

11

SquaredSquares.doc

SquaredSquares.doc

... Provide HO #2 Squared Squares Task A to each pair of students. The activity consists of a rectangle cut into nine square pieces, no two being the same size. Given that the smallest square is 2 cm by 2 cm, the students ...

16

On the stationary vibrations of a rectangular plate subjected to stress prescribed partially at the circumference

On the stationary vibrations of a rectangular plate subjected to stress prescribed partially at the circumference

... Using the finite Fourier transformation, the problem is converted to a singular integral equation that in turn can be reduced to an infinite system of algebraic equations.. The truncatio[r] ...

6

Show all 10000 documents...

Related subjects