inverse scattering sentence in Hindi
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- KdV can be solved by means of the inverse scattering transform.
- Later the model was also solved by Quantum inverse scattering method.
- The Belinski Zakharov transform is a generalization of the inverse scattering transform.
- The company developed several instruments that could be used to study the inverse scattering problem.
- In one space dimension the inverse scattering problem is equivalent to a Riemann-Hilbert problem.
- It can also be solved using the inverse scattering transform much like the nonlinear Schr�dinger equation.
- It provides a framework for solving two-dimensional integrable models by using the Quantum inverse scattering method.
- Together with Ludvig Faddeev and Evgeny Sklyanin he formulated the algebraic Bethe Ansatz and quantum inverse scattering method.
- In seminal work preceding AKNS, Zakharov and Shabat discovered an inverse scattering method for the nonlinear Schr�dinger equation.
- This led to an extensive development of the theory of inverse scattering transform for integrating nonlinear partial differential equations.
- He introduced a class of operators of transformation, which is the basis for solving the inverse scattering problem.
- The inverse scattering method has had an astonishing variety of generalizations and applications in different areas of mathematics and physics.
- It can be solved exactly by use of the inverse scattering transform, as shown by ( see below ).
- Tonks Girardeau gas coincide with quantum Nonlinear Schr�dinger equation for infinite repulsion, which can be efficiently analyzed by Quantum inverse scattering method.
- The soliton solutions are typically obtained by means of the inverse scattering transform and owe their stability to the integrability of the field equations.
- Soon after GGKM, Peter Lax famously interpreted the inverse scattering method in terms of isospectral deformations and so-called " Lax pairs ".
- He introduced one of the approaches to the inverse scattering problem for Sturm Liouville operators, and derived what is now called the Marchenko equation.
- The authors also constructed a hierarchy of evolution equations integrable via the inverse scattering transform for the 2-dimensional Schr�dinger equation at fixed energy.
- By the mid eighty's the initial value problem of integrable evolution equations in one and two space variables was solved via the so called inverse scattering transform.
- This was the inverse scattering method, a surprising and elegant method that demonstrates that the KdV equation admits an infinite number of Poisson-commuting conserved quantities and is completely integrable.
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