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The Reciprocity Paradox

Richard Peters

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Abstract

The geometric interpretation of time dilation concludes that the geometric relation between moving objects is the cause of time dilation between the objects. The thesis of this paper is that the imposing edifice of the geometric interpretation rests on a flawed foundation. That foundation denies the existence of any fundamental (natural, physical, real) frame of reference for motion. Therefore the position, velocity and acceleration of an object may be reckoned to an arbitrary frame of reference. If space has no properties other than dimensionality, motion relative to that space is undefined and meaningless and can have no influence on any ongoing process. Accordingly I propose a model in which a field of particles occupies and permeates all of space, including the space of atoms. In this model the phenomenon of time dilation demands the existence of a field that supports the propagation of photons. I label this field the temporal-inertial field (TI field). Time dilation occurs when an ongoing process moves relative to space, relative to this TI field. The greater the velocity of the process relative to the TI field the greater is the time dilation experienced by that process. The rate at which a process is slowed or accelerated is intrinsic, absolute and depends solely on the velocity of the process relative to the TI field.

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What this paper is about

The geometric interpretation of time dilation concludes that the geometric relation between moving objects is the cause of time dilation between the objects. The thesis of this paper is that the imposing edifice of the geometric interpretation rests on a flawed foundation. That foundation denies the existence of any fundamental (natural, physical, real) frame of reference for motion. Therefore the position, velocity and acceleration of an object may be reckoned to an arbitrary frame of reference. If space has no properties other than dimensionality, motion relative to that space is undefined and meaningless and can have no influence on any ongoing process. Accordingly I propose a model in which a field of particles occupies and permeates all of space, including the space of atoms. In this model the phenomenon of time dilation demands the existence of a field that supports the propagation of photons. I label this field the temporal-inertial field (TI field). Time dilation occurs when an ongoing process moves relative to space, relative to this TI field. The greater the velocity of the process relative to the TI field the greater is the time dilation experienced by that process. The rate at which a process is slowed or accelerated is intrinsic, absolute and depends solely on the velocity of the process relative to the TI field.

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Available abstract

The geometric interpretation of time dilation concludes that the geometric relation between moving objects is the cause of time dilation between the objects. The thesis of this paper is that the imposing edifice of the geometric interpretation rests on a flawed foundation. That foundation denies the existence of any fundamental (natural, physical, real) frame of reference for motion. Therefore the position, velocity and acceleration of an object may be reckoned to an arbitrary frame of reference. If space has no properties other than dimensionality, motion relative to that space is undefined and meaningless and can have no influence on any ongoing process. Accordingly I propose a model in which a field of particles occupies and permeates all of space, including the space of atoms. In this model the phenomenon of time dilation demands the existence of a field that supports the propagation of photons. I label this field the temporal-inertial field (TI field). Time dilation occurs when an ongoing process moves relative to space, relative to this TI field. The greater the velocity of the process relative to the TI field the greater is the time dilation experienced by that process. The rate at which a process is slowed or accelerated is intrinsic, absolute and depends solely on the velocity of the process relative to the TI field.

Key concepts: Time dilation, Dilation (metric space), Inertial frame of reference, Reference frame, Reciprocity (cultural anthropology), Mathematics, Field (mathematics), Relative velocity

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