DUALITY IDENTITIES FOR MODULI FUNCTIONS OF GENERALIZED MELVIN SOLUTIONS RELATED TO CLASSICAL LIE ALGEBRAS OF RANK 4 ArticleBolokhov S.V., Ivashchuk V.D.Advances in Mathematical Physics. Vol. 2018. 2018.
EXACT EXPONENTIAL COSMOLOGICAL SOLUTIONS WITH TWO FACTOR SPACES OF DIMENSION M IN EGB MODEL WITH A-TERM ArticleIvashchuk V.D., Kobtsev A.A.International Journal of Geometric Methods in Modern Physics. 2018.
ON FLUX INTEGRALS FOR GENERALIZED MELVIN SOLUTION RELATED TO SIMPLE FINITE-DIMENSIONAL LIE ALGEBRA ArticleIvashchuk V.D.European Physical Journal C. Vol. 77. 2017.
ERRATUM TO: ON STABLE EXPONENTIAL SOLUTIONS IN EINSTEIN–GAUSS–BONNET COSMOLOGY WITH ZERO VARIATION OF G (GRAVITATION AND COSMOLOGY, (2016), 22, 4, (329-332), 10.1134/S0202289316040095) ArticleIvashchuk V.D.Gravitation and Cosmology. Vol. 23. 2017.
ON GENERALIZED MELVIN’S SOLUTIONS FOR LIE ALGEBRAS OF RANK 2 ArticleBolokhov S.V., Ivashchuk V.D.Gravitation and Cosmology. Vol. 23. 2017. P.. 337-342
ON GENERALIZED MELVIN SOLUTION FOR THE LIE ALGEBRA E6 ArticleBolokhov S.V., Ivashchuk V.D.European Physical Journal C. Vol. 77. 2017.
ON BRANE SOLUTIONS WITH INTERSECTION RULES RELATED TO LIE ALGEBRAS ArticleIvashchuk V.D.Symmetry. Vol. 9. 2017.
STABLE EXPONENTIAL COSMOLOGICAL SOLUTIONS WITH ZERO VARIATION OF G AND THREE DIFFERENT HUBBLE-LIKE PARAMETERS IN THE EINSTEIN–GAUSS–BONNET MODEL WITH A Λ -TERM ArticleErnazarov K.K., Ivashchuk V.D.European Physical Journal C. Vol. 77. 2017.
ON STABLE EXPONENTIAL COSMOLOGICAL SOLUTIONS WITH NON-STATIC VOLUME FACTOR IN THE EINSTEIN-GAUSS-BONNET MODEL ArticleIvashchuk V.D., Ernazarov K.K.Journal of Physics: Conference Series. Vol. 798. 2017.
DILATONIC DYON-LIKE BLACK HOLE SOLUTIONS IN THE MODEL WITH TWO ABELIAN GAUGE FIELDS ArticleAbishev M.E., Boshkayev K.A., Ivashchuk V.D.European Physical Journal C. Vol. 77. 2017.
STABLE EXPONENTIAL COSMOLOGICAL SOLUTIONS WITH ZERO VARIATION OF G IN THE EINSTEIN–GAUSS–BONNET MODEL WITH A Λ -TERM ArticleErnazarov K.K., Ivashchuk V.D.European Physical Journal C. Vol. 77. 2017.
ON MULTIDIMENSIONAL ANALOG OF MELVIN'S SOLUTION FOR THE LIE ALGEBRA E6 ArticleBolokhov S.V., Ivashchuk V.D.Сборник материалов конференции: «Международная конференция по гравитации, космологии и астрофизике (RUSGRAV-16)», 24-30 июня 2017 года, Калининград. 2017. P.. 92-92
ERRATUM TO: ON EXPONENTIAL COSMOLOGICAL TYPE SOLUTIONS IN THE MODEL WITH GAUSS–BONNET TERM AND VARIATION OF GRAVITATIONAL CONSTANT (EUR. PHYS. J. C, (2015), 75, (177), 10.1140/EPJC/S10052-015-3394-9) ArticleIvashchuk V.D., Kobtsev A.A.European Physical Journal C. Vol. 76. 2016.
ON THE CHOICE OF FIXED FUNDAMENTAL CONSTANTS FOR NEW DEFINITIONS OF THE SI UNITS ArticleBronnikov K.A., Ivashchuk V.D., Kalinin M.I., Mel’Nikov V.N., Khruschov V.V.Measurement Techniques. Vol. 59. 2016. P.. 803-809
ON STABLE EXPONENTIAL SOLUTIONS IN EINSTEIN–GAUSS–BONNET COSMOLOGY WITH ZERO VARIATION OF G ArticleIvashchuk V.D.Gravitation and Cosmology. Vol. 22. 2016. P.. 329-332