This paper presents a reformulation of classical mechanics which is invariant under transformatio... more This paper presents a reformulation of classical mechanics which is invariant under transformations between inertial and non-inertial reference frames and which can be applied in any reference frame without introducing fictitious forces.
This paper presents a relational formulation of classical mechanics which is invariant under tran... more This paper presents a relational formulation of classical mechanics which is invariant under transformations between inertial and non-inertial reference frames and which can be applied in any reference frame without introducing fictitious forces.
This article presents the generalized Lorentz transformations of time, space, velocity and accele... more This article presents the generalized Lorentz transformations of time, space, velocity and acceleration which can be applied in any inertial or non-inertial (non-rotating) frame.
This article presents a new formulation of special relativity which is invariant under transforma... more This article presents a new formulation of special relativity which is invariant under transformations between inertial and non-inertial (non-rotating) frames. Additionally, a simple solution to the twin paradox is presented and a new universal force is proposed.
This article presents an invariant formulation of special relativity which can be applied in any ... more This article presents an invariant formulation of special relativity which can be applied in any inertial reference frame. In addition, a new universal force is proposed.
This article presents an alternative formulation of special relativity which can be applied in an... more This article presents an alternative formulation of special relativity which can be applied in any inertial reference frame. In addition, a new universal force is proposed.
In special relativity, this article presents a new dynamics which can be applied in any inertial ... more In special relativity, this article presents a new dynamics which can be applied in any inertial reference frame.
In special relativity, this article shows that Newton's second law can be applied in any inertial... more In special relativity, this article shows that Newton's second law can be applied in any inertial reference frame.
This article presents a new formulation of special relativity whose kinematic and dynamic quantit... more This article presents a new formulation of special relativity whose kinematic and dynamic quantities are invariant under generalized Lorentz transformations.
In classical mechanics, this article obtains the principle of least action for a single particle ... more In classical mechanics, this article obtains the principle of least action for a single particle in a didactic and simple way.
Este artículo presenta un ejemplo didáctico y relativamente sencillo que podría ser muy útil para... more Este artículo presenta un ejemplo didáctico y relativamente sencillo que podría ser muy útil para examinar la paradoja de los gemelos.
This paper presents a reformulation of classical mechanics which is invariant under transformatio... more This paper presents a reformulation of classical mechanics which is invariant under transformations between inertial and non-inertial reference frames and which can be applied in any reference frame without introducing fictitious forces.
This paper presents a relational formulation of classical mechanics which is invariant under tran... more This paper presents a relational formulation of classical mechanics which is invariant under transformations between inertial and non-inertial reference frames and which can be applied in any reference frame without introducing fictitious forces.
This article presents the generalized Lorentz transformations of time, space, velocity and accele... more This article presents the generalized Lorentz transformations of time, space, velocity and acceleration which can be applied in any inertial or non-inertial (non-rotating) frame.
This article presents a new formulation of special relativity which is invariant under transforma... more This article presents a new formulation of special relativity which is invariant under transformations between inertial and non-inertial (non-rotating) frames. Additionally, a simple solution to the twin paradox is presented and a new universal force is proposed.
This article presents an invariant formulation of special relativity which can be applied in any ... more This article presents an invariant formulation of special relativity which can be applied in any inertial reference frame. In addition, a new universal force is proposed.
This article presents an alternative formulation of special relativity which can be applied in an... more This article presents an alternative formulation of special relativity which can be applied in any inertial reference frame. In addition, a new universal force is proposed.
In special relativity, this article presents a new dynamics which can be applied in any inertial ... more In special relativity, this article presents a new dynamics which can be applied in any inertial reference frame.
In special relativity, this article shows that Newton's second law can be applied in any inertial... more In special relativity, this article shows that Newton's second law can be applied in any inertial reference frame.
This article presents a new formulation of special relativity whose kinematic and dynamic quantit... more This article presents a new formulation of special relativity whose kinematic and dynamic quantities are invariant under generalized Lorentz transformations.
In classical mechanics, this article obtains the principle of least action for a single particle ... more In classical mechanics, this article obtains the principle of least action for a single particle in a didactic and simple way.
Este artículo presenta un ejemplo didáctico y relativamente sencillo que podría ser muy útil para... more Este artículo presenta un ejemplo didáctico y relativamente sencillo que podría ser muy útil para examinar la paradoja de los gemelos.
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Papers by Alfonso A. Blato