Mathematics in Crime Scene and Forensic Science: Measurement, Probability, Tool for Crime Scene Analysis Visualization and Application of Different Branch of Math in Criminal Investigations

The book is an interdisciplinary academic work that examines the foundational and applied significance of mathematical reasoning in forensic science and criminal investigation. The volume foregrounds the role of measurement, geometry, trigonometry, probability, statistics, and computational visualisation in the systematic examination, interpretation, and reconstruction of crime scenes. It offers scholarly discussions on key forensic applications, including bloodstain pattern analysis, convergence zones, height and distance estimation, crime scene reconstruction, estimation of time since death, Newton’s Law of Cooling, genomic fingerprinting, firearm examination, optical microscopy comparison, and statistical evaluation of evidentiary material. The book further engages with the relevance of inferential statistics and probabilistic reasoning in legal contexts, addressing Bayes’ Theorem, likelihood ratios, false positive probability, evidentiary probability, and interpretive challenges such as the prosecutor’s fallacy. Designed for students, researchers, forensic scientists, legal scholars, police investigators, and academicians, this volume presents mathematics not merely as a technical aid but as a rigorous analytical framework for enhancing precision, objectivity, evidentiary reliability, and justice-oriented inquiry in forensic practice.