Examples of 'inverse problems' in a sentence
Meaning of "inverse problems"
Inverse problems refer to a type of mathematical or scientific challenge where the goal is to determine the causes or parameters of a given phenomenon based on observed effects or measurements. This phrase is often used in fields such as physics, engineering, and computer science when tackling problems that involve finding the unknowns from known data.
How to use "inverse problems" in a sentence
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inverse problems
Inverse problems related to partial differential equations.
And these problems are called inverse problems.
Inverse problems are best seen in opposition to direct problems.
These problems are considered as thermal inverse problems.
An inverse problem and inverse problems are often harder.
Mathematically natural phenomena are classified as direct or inverse problems.
Statistical inverse problems and regularization.
Optimal experimental design and inverse problems.
Inverse problems in mathematical physics.
This class of problems is called inverse problems.
Inverse problems in networks.
Models and methods for solving inverse problems.
The inverse problems play an important role in qualitative nondestructive evaluation of materials.
Numerical algorithms for inverse problems.
Known methods for solving inverse problems may be used to overcome these inaccuracies.
See also
Probabilistic approach to inverse problems.
We use inverse problems approach and Bayesian framework.
Data assimilation and inverse problems.
Inverse problems most often are ill-posed.
Design optimisation and inverse problems.
Many instances of regularized inverse problems can be interpreted as special cases of Bayesian inference.
This method is applied to the forward and inverse problems.
Theory of inverse problems.
Modeling process in physics and engineering frequently yields inverse problems.
His research in this period concerned inverse problems in applied mathematics.
Students use mathematical reasoning to build connections between inverse problems.
Research on inverse problems.
The space mapping methodology can also be used to solve inverse problems.
Solution of inverse problems.
My dissertation focuses on the convergence rates and uncertainty quantification for continuous linear inverse problems.
Optimization and inverse problems.
Computational Intelligence provides solutions for such and other complicated problems and inverse problems.
Modern problems of the theory of inverse problems and its applications.
You know, in physics we approach similar conundrums as inverse problems.
A world of inverse problems.
Professor Mura was also interested in the inverse problems.
Regularization and inverse problems in machine learning ;.
Statistical tools for predicting the performance of these inverse problems are developed.
Inverse problems for parabolic equations with non-constant coefficients.
Physical constraints on inverse problems.
In particular, we study inverse problems motivated by applications in acoustic tomography of moving fluid.
Imaging processing and Inverse problems.
Yet, most often, inverse problems result in mathematical equation which are unstable.
Conferences in inverse problems.
Validation of codes and procedures, reidentification of parameters, inverse problems.
This course deals with direct and inverse problems in applied geophysics.
Her research interests were primarily in applied mathematics, and in particular in inverse problems.
This provide powerful tools for regularizing inverse problems based on real data sparsely distributed.
It is a regularization method for obtaining meaningful solutions to ill-posed inverse problems.
In this work, we describe the forward and inverse problems of crosswell electromagnetic tomography.
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Pleasure after all is the inverse of pain
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Debt and trade problems are intimately related
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We had a few problems we had to iron out
