Selected Papers of Demetrios G. Magiros

Table of Contents

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   Book Overview
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   Chapter 1 A Class of Nonautonomous Differential Equations Reducible to Autonomous Ones by an Exact Method
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   Chapter 2 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — Nonlinear differential equations with several general solutions
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   Chapter 3 ΜΑΘΗΜΑΤΙΚΑ. — The general solutions of nonlinear differential equations as functions of their arbitrary constants
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   Chapter 4 ΜΑΘΗΜΑΤΙΚΑ. — Actual Mathematical Solutions of Problems Posed by Reality, I. (A classical Procedure)
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   Chapter 5 ΜΑΘΗΜΑΤΙΚΑ. — Actual Mathematical Solutions of Problems Posed by Reality, II. (Applications)
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   Chapter 6 Physical Problems Discussed Mathematically
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   Chapter 7 Diffraction by a Semi-Infinite Screen With a Rounded End
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   Chapter 8 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — On the linearization of nonlinear models of the phenomena. First part: Linearization by exact methods
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    Chapter 9 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — On the linearization of nonlinear models of phenomena. Second part: Linearization by approximate methods
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    Chapter 10 ΜΑΘΗΜΑΤΙΚΑ. — Characteristic Properties of Linear and Nonlinear Systems
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    Chapter 11 Mathematical Models of Physical and Social Systems
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    Chapter 12 Subharmonics of any order in case of non linear restoring force. Part I
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    Chapter 13 Subharmonics of order one third in the case of cubic restoring force. Part II
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    Chapter 14 Remarks on a problem of subharmonics
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    Chapter 15 On the singularities of a system of differential equations, where the time figures explicitly
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    Chapter 16 Subharmonics of Any Order in Nonlinear Systems of One Degree of Freedom: Application to Subharmonics of Order 1/3
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    Chapter 17 On a Problem of Nonlinear Mechanics
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    Chapter 18 A Method for Defining Principal Modes of Nonlinear Systems Utilizing Infinite Determinants
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    Chapter 19 A Method for Defining Principal Modes of Nonlinear Systems Utilizing Infinite Determinants, II
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    Chapter 20 Method for Defining Principal Modes of Nonlinear Systems Utilizing Infinite Determinants
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    Chapter 21 On the Convergence of Series Related to Principal Modes of Nonlinear Systems
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    Chapter 22 The motion of a projectile around the earth under the influence of the earth’s gravitational atraction and a thrust
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    Chapter 23 The Keplerian orbit of a projectile around the earth, after the thrust is suddenly removed
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    Chapter 24 On the convergence of the solution of a special two — body problem
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    Chapter 25 The Impulsive Force Required to Effectuate a New Orbit Through a Given Point in Space
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    Chapter 26 Motion in a Newtonian Forced Field Modified by a General Force
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    Chapter 27 Motion in a Newtonian Force Field Modified by a General Force. II
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    Chapter 28 Motion in a Newtonian Force Field Modified by a General Force III Application: The Entry Problem
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    Chapter 29 ΜΑΘΗΜΑΤΙΚΑ. — The Entry Problem
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    Chapter 30 On Stability Definitions of Dynamical Systems
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    Chapter 31 Stability Concepts of Dynamical Systems
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    Chapter 32 Attitude Stability of a Spherical Satellite
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    Chapter 33 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — Stability concepts of solutions of differential equations with deviating arguments
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    Chapter 34 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — Remarks on stability concepts of solutions of dynamical systems
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    Chapter 35 Stability Concepts of Dynamical Systems
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    Chapter 36 On a Class of Precessional Phenomena and Their Stability in the Sense of Liapunov, Poincaré and Lagrange
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    Chapter 37 On the Helicoid Precession: Its Stability and an Application to a Re-Entry Problem
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    Chapter 38 Orientation of the Angular Momentum Vector of a Space Vehicle at the End of Spin-Up
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    Chapter 39 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — The stability of a class of helicoid precessions in the sense of Liapunov and Poinearé
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    Chapter 40 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — On the separatrices of dynamical systems
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    Chapter 41 Separatrices of Dynamical Systems
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    Chapter 42 Nonlinear Differential Equations with Several General Solutions
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    Chapter 43 Unification of Stability Concepts. -Mat. Fizika, V. 33 (1983): 16–21.