Novytskyy Viktor Volodymyrovych
Education
1968–1973 – studied at Taras Shevchenko National University of Kyiv, specialty "Theoretical Mechanics"
Dissertations
1980 - defended the thesis entitled "Method of weak management in the theory of gyroscopic compasses" (01. 02. 01 - Theoretical Mechanics) on the degree of Candidate of Physical and Mathematical Sciences
1991 - defended the thesis "Methods of decomposition and control in mechanical systems" (01.02.01 - Theoretical Mechanics) on the degree of Doctor of Physical and Mathematical Sciences
2003 – granted a degree of Professor of mathematical modeling in economics (08.03.02 - economic-mathematical modeling)
1991 - defended the thesis "Methods of decomposition and control in mechanical systems" (01.02.01 - Theoretical Mechanics) on the degree of Doctor of Physical and Mathematical Sciences
2003 – granted a degree of Professor of mathematical modeling in economics (08.03.02 - economic-mathematical modeling)
Research interests
• Analytical mechanics, theory of motion stability, control theory, decomposition of dynamical systems
• Theory of control of linear and nonlinear dynamic systems and its application
• Theory of inertial navigation and gyroscopic compasses. Application in marine navigation: ships, submarines
• Mathematical modeling of economic processes
• Biomechanics and its application in medicine
• Creation and application of mathematical models in medicine
• Modeling of biophysical processes in the human body
• Modeling of circulation processes in the human cardio - vascular system
• Modeling of the vascular system
• Creation of new medical technologies in vascular diagnostics and drug treatment
• Biophysics of the ultrasound
• Applied hydrohemodynamics
• Applied biomechanics
• Logics of the living systems’ functioning
• Logics of mechanisms of the convulsive syndrome development in the damaged brain
• Grounding of drug synergy in medical practice
• Study of mathematical models of the microcirculation in the human body
• Theory of control of linear and nonlinear dynamic systems and its application
• Theory of inertial navigation and gyroscopic compasses. Application in marine navigation: ships, submarines
• Mathematical modeling of economic processes
• Biomechanics and its application in medicine
• Creation and application of mathematical models in medicine
• Modeling of biophysical processes in the human body
• Modeling of circulation processes in the human cardio - vascular system
• Modeling of the vascular system
• Creation of new medical technologies in vascular diagnostics and drug treatment
• Biophysics of the ultrasound
• Applied hydrohemodynamics
• Applied biomechanics
• Logics of the living systems’ functioning
• Logics of mechanisms of the convulsive syndrome development in the damaged brain
• Grounding of drug synergy in medical practice
• Study of mathematical models of the microcirculation in the human body
Experience
Since 1973 - engineer, engineer-programmer of the Kyiv Research Institute of Hydrodevices.
Since 1978 - senior engineer-programmer, senior researcher of Research Institute 'Saturn', Kyiv.
Since 1983 - lecturer, senior lecturer, department of mathematics ¹ 3 of the Kiev Polytechnic Institute.
Since 1988 - senior research worker of department of mechanics and control processes of the Institute of Mathematics, Academy of Sciences of USSR.
Since 1992 - leading research worker of department of mechanics and control processes of the Institute of Mathematics of National Academy of Sciences of Ukraine.
Since 1996 - the supervisor on the biophysical problems of a scientific and methodological center "Istyna" (Kyiv).
Since 2004 – head of department of analytical mechanics, Institute of Mathematics of National Academy of Sciences of Ukraine.
Since 2016 - leading research worker of department of mathematical problems of mechanics and theorie of control.
Since 1978 - senior engineer-programmer, senior researcher of Research Institute 'Saturn', Kyiv.
Since 1983 - lecturer, senior lecturer, department of mathematics ¹ 3 of the Kiev Polytechnic Institute.
Since 1988 - senior research worker of department of mechanics and control processes of the Institute of Mathematics, Academy of Sciences of USSR.
Since 1992 - leading research worker of department of mechanics and control processes of the Institute of Mathematics of National Academy of Sciences of Ukraine.
Since 1996 - the supervisor on the biophysical problems of a scientific and methodological center "Istyna" (Kyiv).
Since 2004 – head of department of analytical mechanics, Institute of Mathematics of National Academy of Sciences of Ukraine.
Since 2016 - leading research worker of department of mathematical problems of mechanics and theorie of control.
Talks on conferences
I ̳æíàðîäíà íàóêîâî-ïðàêòè÷íà êîíôåðåíö³ÿ “SCIENTIFIC ACHIEVEMENTS OF
CONTEMPORARY SOCIETY”, 15-17.08.2024, Ëîíäîí
1. Lushchyk UB, Novytskyy VV, Novytskyy VV Jr, Moamar DN, Legka II, Sazhchenko SO
ANGIOVERITAS MICRO CLINICAL&ANALYTICAL TECHNOLOGY FOR VASCULAR SCREENING IN
NATIVE VISUALIZATION AND ASSESSMENT OF HEMODYNAMIC RECONSTRUCTIONS OF THE
MICROCIRULATORY CHANNEL IN NORMAL AND PATHOLOGICAL CONDITIONS
2. Lushchyk UB, Novytskyy VV, Novytskyy VV Jr, Moamar DN, Legka II, Sazhchenko SO
HEMODYNAMIC PATTERNS OF VST-DISORDERS OF MICROCIRCULATION (VASCULAR SCREENING
TECHNOLOGY) IN THE SUPERFICIAL AND DEEP LAYERS OF THE MICROCIRCULATORY BED IN
PATIENTS WITH RHEUMATOLOGICAL SPECTRUM
3. Novytskyy VV, Lushchyk UB, Novytskyy VV Jr, Moamar DN, Legka II, Sazhchenko SO.
MATHEMATICAL MODEL OF CAPILLARY BLOOD CIRCULATION IN THROMBOSIS
Innovations in medicine: achievements of domestic and foreign representatives (April 3–4,
2024. Riga, the Republic of Latvia) : International scientific conference. Riga, Latvia : Baltija
Publishing, 2024. 120 pages.
1. Novytskyy VV Jr., Novytskyy V.V., Moamar D.N.
Mathematical modelling of hemodynamic transformations in the microcirculatory channel in
post-Covid occlusive microthromboangiopathy
2. Novytskyy VV Jr., Lushchyk U.B., Legka I.I., Sazchenko S.O.
Hemodynamic models of pathological and sanogenic reorganization of the body in systemic
scleroderma due to the personalized angiocorrection of capillary hematomas and giant
capillaries
3. Lushchyk U.B., Legka I.I., Novytskyy VV Jr. Client-oriented models for medicinal
Angiotherapy and Angiocorrection in leveling of arteriovenous balance and hydro-
hemodynamic conflict at cardiovascular disorders in various regional vascular reservoirs
CONTEMPORARY SOCIETY”, 15-17.08.2024, Ëîíäîí
1. Lushchyk UB, Novytskyy VV, Novytskyy VV Jr, Moamar DN, Legka II, Sazhchenko SO
ANGIOVERITAS MICRO CLINICAL&ANALYTICAL TECHNOLOGY FOR VASCULAR SCREENING IN
NATIVE VISUALIZATION AND ASSESSMENT OF HEMODYNAMIC RECONSTRUCTIONS OF THE
MICROCIRULATORY CHANNEL IN NORMAL AND PATHOLOGICAL CONDITIONS
2. Lushchyk UB, Novytskyy VV, Novytskyy VV Jr, Moamar DN, Legka II, Sazhchenko SO
HEMODYNAMIC PATTERNS OF VST-DISORDERS OF MICROCIRCULATION (VASCULAR SCREENING
TECHNOLOGY) IN THE SUPERFICIAL AND DEEP LAYERS OF THE MICROCIRCULATORY BED IN
PATIENTS WITH RHEUMATOLOGICAL SPECTRUM
3. Novytskyy VV, Lushchyk UB, Novytskyy VV Jr, Moamar DN, Legka II, Sazhchenko SO.
MATHEMATICAL MODEL OF CAPILLARY BLOOD CIRCULATION IN THROMBOSIS
Innovations in medicine: achievements of domestic and foreign representatives (April 3–4,
2024. Riga, the Republic of Latvia) : International scientific conference. Riga, Latvia : Baltija
Publishing, 2024. 120 pages.
1. Novytskyy VV Jr., Novytskyy V.V., Moamar D.N.
Mathematical modelling of hemodynamic transformations in the microcirculatory channel in
post-Covid occlusive microthromboangiopathy
2. Novytskyy VV Jr., Lushchyk U.B., Legka I.I., Sazchenko S.O.
Hemodynamic models of pathological and sanogenic reorganization of the body in systemic
scleroderma due to the personalized angiocorrection of capillary hematomas and giant
capillaries
3. Lushchyk U.B., Legka I.I., Novytskyy VV Jr. Client-oriented models for medicinal
Angiotherapy and Angiocorrection in leveling of arteriovenous balance and hydro-
hemodynamic conflict at cardiovascular disorders in various regional vascular reservoirs
Miscellaneous
Mathematical modeling in medicine
New models of hemodynamics in different angioarchitectonic systems using, in particular, have been proposed. A model has been constructed for control of processes of the effective application of vasoactive therapy for angioneurology. Based on the developed mathematical models an algorithm for processing static and dynamic capillaroscopy images has been made and used for diagnosis. The study is continued on mathematical models for use of drugs in combinations.
New models of hemodynamics in different angioarchitectonic systems using, in particular, have been proposed. A model has been constructed for control of processes of the effective application of vasoactive therapy for angioneurology. Based on the developed mathematical models an algorithm for processing static and dynamic capillaroscopy images has been made and used for diagnosis. The study is continued on mathematical models for use of drugs in combinations.