Published Papers and Lectures

Orbital – rotational resonance

1. GRAVITATIONAL RESONANCES, Bull. Astron., Belgrade, 156, 9 – 19

2. MOTION OF THE BODY IN AN INHOMOGENEOUS GRAVITATIONAL FIELD, Facta Universitatis, MACAR, vol.5, No1, Nis, pp. 79-89

3. AN INHOMOGENEOUS GRAVITATIONAL FIELD AND THE BODY WITHOUT CENTER OF GRAVITY, XXIII JUMEH Congress, Belgrade

4. GRAVITTATIONAL INTERACTION OF TWO ARBITRARY SHAPED BODIES, Lecture in the Mathematical Institute SANU, Dep. of Mechanics

5. ON THE CAUSE OF RESONANT MOTIONS OF CELESTIAL BODIES, Facta Universitatis, MACAR, vol.4, No17, (http://facta.junis.ni.ac.yu/facta

Ranking of the Newton’s gravitational fields

6. HOMOGENEOUS AND INHOMOGENEOUS GRAVITATIONAL FIELDS, Zbornik radova Gradjevinskog fakulteta u Subotici

Three body problem, resonance, center of attraction, attractide

7. ONE SOLUTION OF THE NEWTON’S THREE BODY PROBLEM, 2nd International Congress of SSM, Palic.

Solar system, quasiperiodicity

8. THE SOLAR SYSTEM QUASIPERIODICITY AND THE PYTHAGORAS’ NUMBERS, Zbornik radova Gradjevinskog fakulteta u Subotici.

Invariant plane, the Sun’s orbit, velocity, acceleration, loops

9. ORBIT, VELOCITIES AND ACCELERATIONS OF THE SUN’S CENTER OF MASS IN THE INVARIANT PLANE, Lecture on the Mathematical Institute SANU, Department of Mechanics.

10. LOOPS IN THE SUN’S ORBIT, THEORETICAL AND APPLIED MECHANICS Series: Special Issue – Address to Mechanics, Vol. 40(S1), pp. 127-134.

Earth’s spin period, lunar day

11. MOON AND TIDES – INDICATORS OF THE REAL EARTH’S SPIN VELOCITY, Lecture on the Mathematical Institute SANU, Department of Mechanics.

Orbital resonance, stable, unstable orbits, chaotic motions

12. THREE-BODY SYSTEM: STABLE AND CHAOTIC ORBITS, Lecture on the Mathematical Institute SANU, Department of Mechanics.

13. UNSTABLE ORBITS IN THE SOLAR SYSTEM, Lecture on the Mathematical Institute SANU, Department of Mechanics.

14. UNSTABLE ORBITS: ORTHOGONALITY CONDITION, Lecture on the Mathematical Institute SANU, Department of Mechanics.

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