On the Uniqueness of Solutions to Systems of Linear Algebraic Equations Resulting from the Reduction of Linear Inverse Problems of Gravimetry and Magnetometry: a Local Case

Kolotov, I. I.; Lukyanenko, D. V.; Stepanova, I. E.; Yagola, A. G.

doi:10.1134/s0965542523080092

Comput. Math. and Math. Phys.

2023

DOI: 10.1134/s0965542523080092

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On the Uniqueness of Solutions to Systems of Linear Algebraic Equations Resulting from the Reduction of Linear Inverse Problems of Gravimetry and Magnetometry: a Local Case

I. I. Kolotov,

D. V. Lukyanenko,

I. E. Stepanova

et al.

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2024

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Cited by 8 publications

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On the Construction of an Optimal Network of Observation Points when Solving Inverse Linear Problems of Gravimetry and Magnetometry

Stepanova,

Lukyanenko,

Kolotov

et al. 2024

Comput. Math. and Math. Phys.

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On the Construction of an Optimal Network of Observation Points when Solving Inverse Linear Problems of Gravimetry and Magnetometry

Stepanova,

Lukyanenko,

Kolotov

et al. 2024

Comput. Math. and Math. Phys.

View full text Add to dashboard Cite

On the Simultaneous Determination of the Distribution Density of Sources Equivalent in the External Field and the Spectrum of the Useful Signal

Stepanova,

Lukyanenko,

Kolotov

et al. 2024

Comput. Math. and Math. Phys.

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Solution of the Interpretation Tomography Problem in Geophysics under the Linear Integral Representation Method and Theories of Discrete Gravity and the Magnetic Potential

Stepanova,

Kolotov

2024

Dokl. Earth Sc.

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On the Uniqueness of Solutions to Systems of Linear Algebraic Equations Resulting from the Reduction of Linear Inverse Problems of Gravimetry and Magnetometry: a Local Case

Cited by 8 publications

References 7 publications

On the Construction of an Optimal Network of Observation Points when Solving Inverse Linear Problems of Gravimetry and Magnetometry

On the Construction of an Optimal Network of Observation Points when Solving Inverse Linear Problems of Gravimetry and Magnetometry

On the Simultaneous Determination of the Distribution Density of Sources Equivalent in the External Field and the Spectrum of the Useful Signal

Solution of the Interpretation Tomography Problem in Geophysics under the Linear Integral Representation Method and Theories of Discrete Gravity and the Magnetic Potential

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