# B.S. in Mathematical Sciences

## Courses

Click on any of the course titles below (in bold text) for a full course description, including units and prerequisites.

##### Infinity__ __

From the Empty Set to the Boundless Universe of All Sets — Exploring the Full Range of Mathematics and Seeing its Source in Your Self (MATH 148)

##### Basic Mathematics__ __

Locating the Basis of Mathematics in the Self-Interacting Dynamics of Consciousness (MATH 151)

##### Elementary Algebra__ __

Using Variables to Manage All Possible Numbers at the Same Time and Solve Practical Problems (MATH 152)

##### Intermediate Algebra__ __

Using Variables to Manage the Total Possibility of Numbers and Solve Practical Problems (MATH 153)

##### Functions and Graphs 1__ __

Name and Form — Locating the Patterns of Orderliness that Connect a Function with its Graph and Describe Numerical Relationships (MATH 161)

##### Functions and Graphs 2__ __

Name and Form — Learning to Relate the Shape of a Graph to Its Corresponding Function (MATH 162)

##### Mathematics__ __

From Numbers to the Numberless Infinite (MATH 200)

##### Maharishi Vedic Mathematics__ __

Mathematical Structure and the Transcendental Source of Natural Law (MATH 205)

##### Geometry for the Artist__ __

Applying Abstractions of Shape and Form to Create Beautiful Concrete Images (MATH 266)

##### Geometry__ __

From Point to Infinity — Using Properties of Shape and Form to Handle Visual and Spatial Data (MATH 267)

##### Discrete Mathematics__ __

Unified Approaches to Managing Discrete Phenomena in Computer Science and Other Disciplines (MATH 272)

##### Calculus 1__ __

Derivatives as the Mathematics of Transcending, Used to Handle Changing Quantities (MATH 281)

##### Calculus 2__ __

Integrals as the Mathematics of Unification, Used to Handle Wholeness (MATH 282)

##### Calculus 3__ __

Unified Management of Change in All Possible Directions (MATH 283)

##### Linear Algebra 1__ __

Linearity as the Simplest Form of a Quantitative Relationship (MATH 286)

##### Calculus 4__ __

Locating Silence within Dynamism (MATH 304)

##### Linear Algebra 2__ __

Unified Approaches to Linear Transformations (MATH 307)

##### Ordinary Differential Equations__ __

Describing Evolving Systems and Predicting Their Future (MATH 308)

##### Mathematical Problem Solving__ __

Systematic Techniques for Using Mathematics to Solve Problems (MATH 310)

##### Special Topics in Mathematics__ __

(MATH 315)

##### Complex Analysis__ __

Transcending the Real Numbers to a Simpler and More Unified Numbering System (MATH 318)

##### Probability__ __

Locating Orderly Patterns in Random Events to Predict Future Outcomes (MATH 351)

##### Probability and Statistics 1__ __

Methods for Deriving Dependable Knowledge from Incomplete Information (MATH 353)

##### Probability and Statistics 2__ __

Methods for Deriving Dependable Knowledge from Incomplete Information (MATH 354)

##### Mathematical Logic__ __

Mathematical Criteria for Establishing Accurate Forms of Knowledge (MATH 370)

##### Practicum in Teaching College Mathematics__ __

Knowledge Is Structured in Consciousness (MATH 401)

##### Undergraduate Research in Mathematics__ __

(MATH 402)

##### Seminar in Applied Mathematics I__ __

Knowledge Is for Action (MATH 410)

##### Seminar in Applied Mathematics II__ __

Knowledge Is for Action (MATH 411)

##### Numerical Analysis__ __

Using Abstract Mathematical Principles to Design Accurate and Efficient Numerical Methods for Solving Problems (MATH 420)

##### Real Analysis 1__ __

Locating the Finest Impulses of Dynamism within the Continuum of Real Numbers (MATH 423)

##### Real Analysis 2__ __

Developing a Conceptual Foundation for Calculus (MATH 424)

##### Algebra 1__ __

Algebraic Operations as the Self-Interacting Dynamics of a Number System (MATH 431)

##### Algebra 2__ __

The Integration and Interaction of Two Algebraic Operations on a Number System (MATH 432)

##### Set Theory__ __

Mathematics Unfolding the Path to the Unified Field — the Most Fundamental Field of Natural Law (MATH 434)

##### Foundations of Mathematics__ __

The Unified Field as the Basis of All of Mathematics and All Laws of Nature (MATH 436)

##### Topics in Set Theory__ __

(MATH 460)

##### Topology__ __

Relation between Point and Infinity (MATH 466)

##### Theory of Computation__ __

The Laws that Govern the Self-Interacting Dynamics of Numbers and Their Application (MATH 485)

##### Senior Project__ __

Integration of All Knowledge in the Self (MATH 490)

##### Directed Study__ __

(MATH 499)