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    Texas Tech University
   
 
  Dec 12, 2017
 
 
    
2016-2017 Undergraduate and Graduate Catalog [ARCHIVED CATALOG]

Course Descriptions


How to Read Catalog Course Descriptions

Texas Tech offers nearly 5,000 courses as part of its curriculum. These courses are listed alphabetically by subject prefix within each college and departmental section of this catalog. The courses appear in numerical order, moving from beginning freshman or developmental level courses to graduate, research, and professional courses.

Not all courses listed in this catalog are offered every year. An online class schedule published before each registration period indicates courses that will be available during the upcoming term or semester and when each class will meet. The class schedule can be found at (www.depts.ttu.edu/officialpublications/class_schedule/index.php). The university reserves the right to cancel any scheduled course or withdraw any program from the list of offerings when the best interests of the institution require such action.

Courses are designated by a subject prefix and number along with a descriptive title. Learn more  about interpreting the course descriptions found throughout the catalog.

 

Mathematics (Graduate Courses)

   •  MATH 5099 - Individual Study
   •  MATH 5101 - Seminar in Mathematics
   •  MATH 5104 - Seminar in Statistics
   •  MATH 5310 - Principles of Classical Applied Analysis I
   •  MATH 5311 - Principles of Classical Applied Analysis II
   •  MATH 5312 - Control Theory I
   •  MATH 5313 - Control Theory II
   •  MATH 5315 - Introduction to Set Theory
   •  MATH 5316 - Applied Linear Algebra
   •  MATH 5317 - Introduction to Modern Algebra
   •  MATH 5318 - Intermediate Analysis I
   •  MATH 5319 - Intermediate Analysis II
   •  MATH 5320 - Functions of a Complex Variable I
   •  MATH 5321 - Functions of a Complex Variable II
   •  MATH 5322 - Functions of a Real Variable I
   •  MATH 5323 - Functions of a Real Variable II
   •  MATH 5324 - Topology I
   •  MATH 5325 - Topology II
   •  MATH 5326 - Modern Algebra I
   •  MATH 5327 - Modern Algebra II
   •  MATH 5330 - Theory of Ordinary Differential Equations I
   •  MATH 5331 - Theory of Ordinary Differential Equations II
   •  MATH 5332 - Partial Differential Equations I
   •  MATH 5333 - Partial Differential Equations II
   •  MATH 5334 - Numerical Analysis I
   •  MATH 5335 - Numerical Analysis II
   •  MATH 5340 - Functional Analysis I
   •  MATH 5341 - Functional Analysis II
   •  MATH 5342 - Advanced Topics in Analysis I
   •  MATH 5343 - Advanced Topics in Analysis II
   •  MATH 5344 - Topics in Numerical Analysis I
   •  MATH 5345 - Topics in Numerical Analysis II
   •  MATH 5346 - Advanced Topics in Applied Mathematics I
   •  MATH 5354 - Biomathematics I
   •  MATH 5355 - Biomathematics II
   •  MATH 5356 - Topics in Biomathematics
   •  MATH 5360 - Advanced Mathematics for Teachers I
   •  MATH 5361 - Advanced Mathematics for Teachers II
   •  MATH 5362 - Theory of Numbers
   •  MATH 5364 - Computer Literacy and Programming I
   •  MATH 5365 - Computer Literacy and Programming II
   •  MATH 5366 - Introduction to Analysis I
   •  MATH 5367 - Introduction to Analysis II
   •  MATH 5368 - Abstract Algebra Applied I
   •  MATH 5369 - Abstract Algebra Applied II
   •  MATH 5370 - History of Mathematics
   •  MATH 5371 - Topology of the Real Line I
   •  MATH 5372 - Topology of the Real Line II
   •  MATH 5375 - Modern Geometry I
   •  MATH 5376 - Modern Geometry II
   •  MATH 5377 - Applied Mathematics I
   •  MATH 5378 - Applied Mathematics II
   •  MATH 5382 - Advanced Probability I
   •  MATH 5383 - Advanced Probability II
   •  MATH 5399 - Advanced Problems
   •  MATH 6000 - Master's Thesis
   •  MATH 6310 - Master's Report
   •  MATH 6320 - Representation Theory
   •  MATH 6321 - Homological Algebra I: Introduction
   •  MATH 6322 - Homological Algebra II: Applications
   •  MATH 6323 - Algebraic Geometry I
   •  MATH 6324 - Algebraic Geometry II
   •  MATH 6325 - Category Theory
   •  MATH 6330 - Manifold Theory
   •  MATH 6331 - Riemannian Geometry
   •  MATH 6332 - Geometric Mechanics
   •  MATH 6333 - Introduction to Lie Groups and Their Representation
   •  MATH 7000 - Research
   •  MATH 8000 - Doctor's Dissertation