This paper presents a reformulation of classical mechanics which is invariant under transformations between reference frames and which can be applied in any reference frame (rotating or non-rotating) (inertial or non-inertial) without the necessity of introducing fictitious forces
The Galilean transformation, relating the velocities of a particle observed in two different frames ...
The approach to classical mechanics adopted in this book includes and stresses recent developments i...
This textbook Classical Mechanics provides a complete survey on all aspects of classical mechanics i...
<p>This paper presents a reformulation of classical mechanics which is invariant under transformatio...
This paper presents a relational formulation of classical mechanics which is invariant under transfo...
- version 1-This paper presents an alternative classical mechanics which is invariant under transfor...
In classical mechanics, this paper presents a general equation of motion, which can be applied in an...
In classical mechanics, this paper presents a new principle of conservation of energy which is invar...
This paper considers the existence of biparticles and presents a general equation of motion, which c...
- version 1-This paper presents an alternative classical mechanics which establishes the existence o...
<p>In relational mechanics, a new theory is presented, which is invariant under transformations betw...
This exceptionally well-organized book uses solved problems and exercises to help readers understand...
In this work a new dynamics is developed, which is valid for all observers, and which establishes, a...
The transformation of coordinates and time from an inertial frame to another inertial frame is obta...
We present a fully relational definition of inertial systems based in the No Arbitrariness Principle...
The Galilean transformation, relating the velocities of a particle observed in two different frames ...
The approach to classical mechanics adopted in this book includes and stresses recent developments i...
This textbook Classical Mechanics provides a complete survey on all aspects of classical mechanics i...
<p>This paper presents a reformulation of classical mechanics which is invariant under transformatio...
This paper presents a relational formulation of classical mechanics which is invariant under transfo...
- version 1-This paper presents an alternative classical mechanics which is invariant under transfor...
In classical mechanics, this paper presents a general equation of motion, which can be applied in an...
In classical mechanics, this paper presents a new principle of conservation of energy which is invar...
This paper considers the existence of biparticles and presents a general equation of motion, which c...
- version 1-This paper presents an alternative classical mechanics which establishes the existence o...
<p>In relational mechanics, a new theory is presented, which is invariant under transformations betw...
This exceptionally well-organized book uses solved problems and exercises to help readers understand...
In this work a new dynamics is developed, which is valid for all observers, and which establishes, a...
The transformation of coordinates and time from an inertial frame to another inertial frame is obta...
We present a fully relational definition of inertial systems based in the No Arbitrariness Principle...
The Galilean transformation, relating the velocities of a particle observed in two different frames ...
The approach to classical mechanics adopted in this book includes and stresses recent developments i...
This textbook Classical Mechanics provides a complete survey on all aspects of classical mechanics i...
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