Axiomathes
Scope & Guideline
Fostering Innovative Discourse in Interdisciplinary Research
Introduction
Aims and Scopes
- Philosophical Foundations of Mathematics:
The journal addresses various philosophical issues related to mathematics, such as mathematical objectivity, the nature of mathematical truth, and the role of thought experiments in mathematical reasoning. - Interdisciplinary Approaches to Scientific Inquiry:
Axiomathes promotes interdisciplinary research that connects philosophy with other domains such as cognitive science, physics, and computational theory, fostering a dialogue between philosophical concepts and empirical findings. - Exploration of Historical and Contemporary Philosophies:
The journal delves into historical philosophical perspectives, including those of Aristotle, Kant, and Hume, while also engaging with contemporary philosophical debates and theories. - Causal and Epistemological Investigations:
Research published in Axiomathes often investigates causal relationships, epistemic frameworks, and the implications of social power and justice within scientific and mathematical practices. - Mathematical Thought Experiments and Their Implications:
The journal features discussions on the use of thought experiments in mathematics and science, examining their role in shaping understanding and knowledge.
Trending and Emerging
- Cognitive Science and Mathematics:
There is a growing interest in the cognitive processes involved in mathematical thinking and understanding, with papers exploring how cognitive technology and theories enhance mathematical learning. - Relational and Contextual Theories:
Emerging research emphasizes relational approaches to understanding mathematical objects and concepts, highlighting the contextual nature of knowledge and its implications for epistemology. - Interdisciplinary Methodologies:
The journal increasingly features research that integrates methodologies from various disciplines, such as physics, neuroscience, and social sciences, to enrich philosophical discussions. - Ethics and Justice in Scientific Practices:
There is a rising focus on the ethical implications of scientific and mathematical practices, including discussions on social justice, power dynamics, and their effects on knowledge production. - Explorations of Non-classical Logics:
Emerging themes include investigations into non-classical logics and their applications, reflecting a trend towards diversifying the logical frameworks used in philosophical discourse.
Declining or Waning
- Traditional Platonism in Mathematics:
Papers advocating for a strict Platonist view of mathematics seem to be less frequent, indicating a shift towards more constructivist or nominalist perspectives. - Historical Accounts of Mathematics:
While historical perspectives remain important, the specific focus on detailed historical accounts of mathematical theories and figures has decreased, with more emphasis on contemporary applications and interdisciplinary connections. - Descriptive and Prescriptive Norms in Mathematics Education:
Research centered on normative claims in mathematics education is becoming less prevalent, suggesting a move towards exploring practical applications of mathematical understanding and cognitive processes.
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