Is Time Similar to Space in Terms of Identity and Limitations?

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The discussion centers on the philosophical implications of identity through time and the relationship between time and space. The argument presented suggests that identity cannot persist over time because time is a changing property of objects, leading to the conclusion that objects are no longer identical as they evolve. To explore this concept further, the idea of treating time as a fourth dimension alongside spatial dimensions is examined. It is proposed that just as objects cannot occupy two places simultaneously due to spatial constraints, time can similarly be treated as a coordinate system that describes the state of objects at specific moments. The conversation references two philosophical perspectives: perdurantism, which posits that objects are four-dimensional and unchanging, and endurantism, which views objects as three-dimensional entities that change over time. The consensus leans towards the idea that spatial coordinates can be associated with a time coordinate, allowing for a structured understanding of how objects exist and change in both space and time.
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I don't have a physics background so be as generous as you like in assuming my ignorance. I am studying philosophy and, currently, the idea of identity existing through time. I have an argument that suggests identity can't exist through time because time is a property of objects that changes, thus, making the objects no longer identical.

To get a better understanding of my own argument, I need a better understanding of time. Time is a 4th dimension with respect to space. Can I treat time in a way similar to how I treat space. For instance, an object can't exist in two places at once because of spatial limitations. Can I assume time and space are attached in such a way as you could use coordinates to describe them (space x,y,z, at time "t")?'
 
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Dooga Blackrazor said:
I don't have a physics background so be as generous as you like in assuming my ignorance. I am studying philosophy and, currently, the idea of identity existing through time. I have an argument that suggests identity can't exist through time because time is a property of objects that changes, thus, making the objects no longer identical.
I'd say that spatial configurations are continually changing. Ponderable objects are bounded systems. The boundaries of some systems are more persistent than others.

Dooga Blackrazor said:
To get a better understanding of my own argument, I need a better understanding of time. Time is a 4th dimension with respect to space. Can I treat time in a way similar to how I treat space. For instance, an object can't exist in two places at once because of spatial limitations. Can I assume time and space are attached in such a way as you could use coordinates to describe them (space x,y,z, at time "t")?'
I think of time as referring to indexes of spatial configurations (or sets thereof). This is in keeping with its operational definition per SR and it's usage in ordinary language.
 
As I posted here, there are two ontological schools of thought here: perdurantism and endurantism. Perdurantism says that objects are unchanging and four-dimensional. Endurantism says that objects are three-dimensional and change through time.
 
CRGreathouse said:
As I posted here, there are two ontological schools of thought here: perdurantism and endurantism. Perdurantism says that objects are unchanging and four-dimensional. Endurantism says that objects are three-dimensional and change through time.
I'm definitely a presentist endurantist.

Dooga Blackrazor said:
Can I assume time and space are attached in such a way as you could use coordinates to describe them (space x,y,z, at time "t")?'
Yes, the set of spatial (x,y,z) coordinates corresponding to the 3D shapes and relative positions of some set of objects is associated with a time (t) coordinate corresponding to a clock readout (the accumulated count of some regular periodic oscillator).
 
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