Issue Date | Title | Author(s) |
2019 | Dual control of multidimensional-matrix stochastic objects | Mukha, V. S.; Kako, N. F. |
2022 | Dual Control of the Extremal Multidimensional Regression Object | Mukha, V. S.; Kako, N. F. |
2023 | Dual Stabilization of the Multidimensional Regression Object at the Given Level | Mukha, V. S.; Kako, N. F. |
2020 | Flat problem of allowance distribution as dual control problem | Mukha, V. S.; Kako, N. F. |
2019 | Integrals and integral transformations connected with vector Gaussian distribution | Mukha, V. S.; Kako, N. F. |
2019 | Integrals related to the multidimensional-matrix gaussian distribution | Mukha, V. S.; Kako, N. F. |
2022 | Mathematical model of the flat problem of the allowance distribution | Kako, N. F. |
2021 | Model-based opti mizati on of the regression objects | Mukha, V. S.; Kako, N. F.; Муха, В. С.; Како, Н. Ф. |
2022 | Multidimensional regression object at a given level | Mukha, V. S.; Kako, N. F. |
2021 | On the allowance calculation in the flat problem of the allowance distribution | Kako, N. F.; Како, Н. Ф. |
2022 | On the dual stabilization of the multidimensional regression object at a given level | Mukha, V. S.; Kako, N. F. |
2021 | The integrals and integral transformations connected with the joint vector Gaussian distribution | Mukha, V. S.; Kako, N. F. |
2022 | The integrals and integral transformations connected with the joint vector Gaussian distribution | Mukha, V. S.; Kako, N. F. |
2022 | Total probability and bayes formulae for joint multidimensional–matrix Gaussian distributions | Mukha, V. S.; Kako, N. F. |
2021 | Total probability formula for vector gaussian distributions | Mukha, V. S.; Kako, N. F. |