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Mathematics
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Mathematics as an academic subject spans far more than calculation — it encompasses logic, aesthetics, creativity, and the structure underlying fields from economics to literature. In educational contexts, mathematics is studied across curriculum development courses, teacher preparation programs, and interdisciplinary studies. Papers in this area examine how students and teachers engage with mathematical thinking, how knowledge is built across grade levels, and how figures like Srinivasa Ramanujan illustrate the human dimensions of mathematical discovery. Frameworks such as NCTM's Agenda for Action and established standards give writers a concrete policy foundation for analyzing how math education is shaped at an institutional level.

The papers collected here approach mathematics from notably varied angles. Some take a historical or economic perspective, tracing the impact of mathematics from medieval times to the present. Others focus on curriculum and instructional planning, including how literature can be integrated into elementary math classrooms or how problem-solving heuristics can be structured into lesson study presentations. A separate thread of papers explores mathematics as a creative and aesthetic pursuit, examining its appeal as an art form and its surprising presence in areas like casino gambling and even literary works such as Alice's Adventures in Wonderland.

A strong essay on mathematics in education should establish a focused thesis — either about teaching practice, curriculum design, or mathematics as a discipline — rather than attempting to cover all three at once. Evidence drawn from recognized standards, classroom research, or well-documented case studies carries the most weight. The most common pitfall is treating mathematics as purely procedural; examiners tend to reward essays that also engage with conceptual understanding and the broader role math plays in student learning and culture.

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Paper Undergraduate
How the philosophy of humanism affected the music of the Renaissance era
Humanism and the Renaissance: An Overview of the Revival
Paper Undergraduate
Ancient Greece and ancient Rome: comparative overview
¶ … legacies of ancient Greece and ancient Rome in the area of development and use of mathematics. Discuss possible reasons why there were a lot of mathematical developments in ancient Greece but mostly applications in…
Research Paper Undergraduate
Alexander von Humboldt and his scientific contributions
¶ … GERMAN GEOGRAPHER ALEXANDER HUMBOLDT: A BIOGRAPHY of HUMBOLDT'S CONTRIBUTION & INFLUENCE on MODERN GEOGRAPHIC THEORY
Paper Undergraduate
Metaphysics versus psychology: philosophical distinctions and debates
Metaphysics and Psychology have historically been at odds with one another in what is an unnatural although real separation from a somewhat new science and its mother science. Although many believe that psychology and…
Paper Masters
Axiology: foundational principles and philosophical frameworks
Axiology has to do with the philosophical science of value. Usually, when we mention values we are referring to ethics. The two main types of value studied in axiology are ethics and aesthetics.
Paper Undergraduate
Educational Ideology, Philosophy, and Theory
The concepts of ideology, philosophy, and theory are interrelated in ways that account for difficulty in understanding their distinctions (Rosenstand, 2008). The fact, for example, that all ideologies incorporate (or…
Essay Doctorate
Support and evaluation of learning activities in educational settings
Teaching assistant in primary schools. Math and literacy: how to adapt lesson for lower ability group of children.
Paper Doctorate
Chi-Square Analysis: History, Development, and Applications
There are many different types of information available in the world, and each type can be utilized in very different and highly specific ways depending on both the form of the information and the needs of those…
Paper Doctorate
Chaos Theory of Management: Models, Benefits, and Criticisms
Chaos Management The Chaos Theory of Management is a relatively new theory that has enjoyed considerable study but also endured significant criticism. By examining the Rational Model, Ordinary Management, Extraordinary Management and Chaos Management, the researcher is able to see differing views of the universe and the business world within it. Chaos Management, which is newer than the Rational Model and combines Ordinary and Extraordinary Management, is dynamic and creative. However, Chaos Management is still a relatively young system that has yet to be proven by empirical data.
Paper Undergraduate
Eudoxus of Cnidus
Boyer, in his "A History of Mathematics" gives a quote from Eudoxus that is quite self-descriptive of this genius, "Willingly would I burn to death like Phaeton, were this the price for reaching the sun and learning its…