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{2326} Quantitative Arcanophysics

Course Number: 3340
Professor: Deekah
Semester(s): Fall
Course Type: Blue
Prerequisites: Enrollment in Prismari College or Quandix College; or approval from Dean Uvilda or Dean Imbraham to take Blue classes
Relvant Skill: Arcana

 

Class Description

Discover the captivating realm where the principles of mathematics intersect with the arcane arts in "Quantitative Arcanophysics." Led by the esteemed instructor, Deekah, this rigorous course delves deep into the mathematical underpinnings of magic. Through a meticulous exploration of equations, calculations, and numerical analysis, students will uncover the hidden connections between arcane energies and quantitative precision. This course is designed for those seeking a profound understanding of the fundamental laws governing magic and its applications in various fields.
 

Course Content


 

Introduction to Arcane Mathematics

Explore the foundational principles of mathematical concepts and their relevance to the arcane arts. Gain a comprehensive understanding of mathematical notation and its application in magical equations.
 

Numerical Analysis of Spellcasting

Investigate the intricate relationship between numerical values and spellcasting effectiveness. Examine the effects of precision, accuracy, and rounding errors on magical outcomes.
 

Probability and Magic

Uncover the role of probability theory in magical phenomena. Learn how to analyze the likelihood of spell success, failure, and unpredictable outcomes.
 

Arcane Harmonics

Study the mathematical principles behind the resonance and harmony of magical energies. Analyze the intricate patterns of magical vibrations and their influence on spellcasting efficacy.
 

Quantitative Enchantments

Explore the quantification of enchantments and their effects. Discover how numerical variables impact the potency, duration, and stability of magical enhancements.
 

Teaching Style

Deekah, a Quandrix professor of theory, is known for her strict and disciplined teaching style, which reflects her belief in the importance of order and precision in mathematical studies.

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