Optics, Electricity and Magnetism

Law of the Conservation of Energy, Symmetry and Invariance, Special Relativity

Arithmetic: Discrete mathematics, number theory

Prior Analytics, Logic

Water chemistry, solutions, PH, The periodic table, basic molecules, quantum mechanics, physical chemistry,

fluid dynamics, hydraulics, hydrological cycle (wp)

Posterior Analytics,

Mathematical Analysis: with continuous functions, limits, and related theories, such as differentiation, integration, measure, infinite sequences, series, and analytic functions.^[1][2]

Oceanography, Geology, Botany

Organic Chemistry I, Biochemistry, Molecular biology

Geometry, Cartography, Orienteering, Surveying

Probability and Statistics, Bayesian inference, Causality

Astronomy, planetary science, calendrical calculations

Newton’s three laws of motion, and the law of universal gravitation.  Law of the Conservation of Angular momentum

Lorentz equations, General Relativity,

Differential geometry

Fine tuning and magic numbers in cosmology

Nuclear fission and fusion and astrophysics

History of Animals, Parts of Animals (Zoology), Ichthyology, Ornithology.  

Organic Chemistry II, Molecular Biology II, Genetics

Evolutionary biology meets Aristotelian physics and the theory of Intelligent design

Comparative Anatomy and Physiology

Anthropology, Sociology, Sex, Gender, and Home economics

Ontological Categories, Topics, Rhetoric, Politics, Sophistic Refutations

History of Human civilizations

Ethics, Metaphysics, Hermeneutics

Set Theory

1. ↑ Edwin Hewitt and Karl Stromberg, "Real and Abstract Analysis", Springer-Verlag, 1965
2. ↑ Cite error: Invalid <ref> tag; no text was provided for refs named Stillwell_Analysis