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This essay explores the self-killing predestination paradox with the help of a time travel scenario. To comprehend the effects of this paradox on causality, We use spacetime diagrams to investigate, make use of mathematical models, and analyze line cone overlapping. This study illustrates the difficulties and possible contradictions in time travel scenarios by offering a mathematical and graphic interpretation of the conundrum. The integration of insights from Smith et al. (2020) and Johnson and Lee (2019) offers a thorough understanding of temporal paradoxes and how they affect the essence of time.We investigate the causal loop and its consequences for spacetime by modeling the events of birth and time travel leading to the self-killing predestination paradox. This research also provides pieces of evidence that paradoxical regions can be represented by the Gaussian Distribution function and its effect on paradoxical regions.
Utkarsh Tiwari (Wed,) studied this question.