# Math.ucla.edu

## Petitions - UCLA Mathematics

Math/PIC Course Petitions. Course Equivalency Petition (Use this form to petition courses you believe are equivalent to our mathematics and/or computing courses. The courses can be petitioned from other community colleges, universities, under a UCLA department or specialty College (i.e. Engineering).

Actived: Tuesday Apr 13, 2021

### Math 247A

Posted: (0 seconds ago) MATH 247A : Fourier analysis. Course description: Introduction to harmonic analysis and Fourier analysis methods, such as Calderon-Zygmund theory, Littlewood-Paley theory, and the theory of various function spaces, in particular Sobolev spaces. Some selected applications to ergodic theory, complex analysis, and geometric measure theory will be given.

### Actuarial Courses - UCLA Mathematics

Posted: (0 seconds ago) 9 rows · Jul 26, 2019 · This course is an introduction to probability theory. Topics include discrete …

### Undergraduate Courses - UCLA Mathematics

Posted: (0 seconds ago) Undergraduate Courses Lower Division Tentative Schedule Upper Division Tentative Schedule PIC Tentative Schedule CCLE Course Sites course descriptions for Mathematics Lower & Upper Division, and PIC Classes mathematics courses Math 1: Precalculus General Course Outline Course …

### Undergraduate Course Landing | UCLA Department of Mathematics

Posted: (0 seconds ago) 21s; sec. 1 : 12:00 am - 12:00 am var , joshi, s.h. sec. 2 : 12:00 am - 12:00 am var , rouquier, r.a. sec. 3 : 12:00 am - 12:00 am var , anderson, c.r.

### Open Office Hours (SMC) - UCLA Mathematics

Posted: (0 seconds ago) Mar 29, 2021 · Filter by Course. Categories View as List. Month Week Day. Month. Year. Previous; Next; April 2021 ; Mon Monday Tue Tuesday Wed Wednesday Thu Thursday Fri Friday; 29 March 29, 2021. 9:00 am: 33B (31B, 32A) Close 9:00 am: 33B (31B, 32A) March 29, 2021 9:00 am – 10:00 am. Available every Monday. Zoom Link. iCal. Google Calendar ...

### UCLA Department of Mathematics

Posted: (0 seconds ago) Lecture, three hours; discussion, two hours; laboratory, eight hours. Recommended requisite for students with no prior computing experience: course 1. Students with credit for course 3 will receive only two units of credit for this course. No prior programming experience assumed.

### Math 131AH blurb

Posted: (0 seconds ago) Mathematical level: This is an honors course, and moreover it is a highly theoretical one. In this course you will be encouraged to think about concepts deeply, be able to create examples to illustrate such concepts, write down precise definitions of these concepts, and …

### Math 131AH

Posted: (0 seconds ago) (*) - The course description and textbook and schedule are for 131A, not 131AH, so these pages are only a very rough guide as to what to expect from the course. Lecture notes We recommend that you read the lecture notes and the textbook concurrently with (or prior to) the lectures.

### Math 225A Syllabus

Posted: (0 seconds ago) This course requires more mathematical maturity than the average first-year graduate course in the mathematics department. Homework. There will be weekly problem sets; see the class schedule. Homework is due on Fridays, although there may be some exceptional weeks.

### Graduate Courses - UCLA Mathematics

Posted: (0 seconds ago) graduate courses Tentative Schedule CCLE Course Sites course descriptions These descriptions reflect the official program requirements for the MA and PhD in mathematics and are the official word on the acceptability of a course for degree credit. Math 201ABC: Topics in Algebra and Analysis General Course Outline Catalog Description Prerequisite: bachelor’s degree in mathematics or […]

### Math 254A

Posted: (0 seconds ago) · Grading: This is a topics course, so I am planning a fairly informal grading scheme. Basically, the base grade will be B provided you actually show up to a significant number of classes, and adjusted upwards according to whether you turn in any homework. · Reading …

### Teaching - math.ucla.edu

Posted: (0 seconds ago) Course description: Cluster algebras were discovered by Fomin and Zelevinsky in the early 2000s. In the past 20 years, the subject has exploded, and lots of unexpected connections to other fields of mathematics were found. We will review the combinatorial aspects of the theory and will explore some of the connections, including a couple of very ...

### Enrollment into Math and Programming In Computing (PIC ...

Posted: (0 seconds ago) UPDATED 2/26/21: The following course(s) will be added on Tuesday, March 2 nd (sometime in the morning PST) due to high demand and available resources: Math 33A, Discussion 3E and 3F.. For lower division math courses – it is based on first come, first serve basis.

### UCLA Department of Mathematics

Posted: (0 seconds ago) ©2018 Regents of the University of CaliforniaUniversity of California

### Math 20E

Posted: (0 seconds ago) Course Syllabus: Math 20E Summer Session II, 2015. Course: Math 20E Title: Vector Calculus Instructor: Daniel J Hoff Credit Hours: 4 Prerequisite: Math 20C (or Math 21C) or equivalent with a grade of C- or better. Catalog Description: Change of variable in multiple integrals, Jacobian, Line integrals, Green's theorem.Vector fields, gradient fields, divergence, curl.

### Graduate Courses Overview | UCLA Department of Mathematics

Posted: (0 seconds ago) UCLA DEPARTMENT OF MATHEMATICS SCHEDULE FOR 2020-2021. For Graduate Courses

### Ph.D. Degree | UCLA Department of Mathematics

Posted: (0 seconds ago) The course of study falls naturally into three stages, although in some cases, these stages may be passed over or merged together. Initial Curriculum for Ph.D. Students. There is a structured curriculum for students in their first two years who have not yet passed all their Area Exams. The course sequences listed below help prepare students for ...

### Math 131AH

Posted: (0 seconds ago) Recommended: course 115A. Honors sequence parallel to course 131A. P/NP or letter grading. Rigorous introduction to foundations of real analysis; real numbers, point set topology in Euclidean space, functions, continuity. Tentative schedule of lectures, in terms of the book:

### UCLA Math 180 (Winter 2021)

Posted: (0 seconds ago) Difficulty: This is an introductory course in Graph Theory and related topics. The students are expected to learn the theory and solve problems on the homeworks. The problems will be both computational and require some proof abilities.

### Math 247B - UCLA Mathematics

Posted: (0 seconds ago) Course description: Continuation of Math 247A. Topics include the paradifferential calculus, the T(1) theorem, averaging on surfaces, and Fourier analysis on more general groups. Announcements: (Mar 8) There will be no class on Mar 14, as I have run out of course material. (Feb 20) I will end class early on Wed Feb 28, so as not to conflict ...

### Master of Arts Degree | UCLA Department of Mathematics

Posted: (0 seconds ago) Any 285 course without prior approval from the GVC. Courses taken outside the department without approval from theGraduate Vice Chair. Math 290 or 296 courses. Math 375 or 495 courses. If the following pairs of courses are taken during enrollment at the graduate level, only one course can apply towards the degree.

### Math 131BH

Posted: (0 seconds ago) (*) - The course description and textbook and schedule are for 131B, not 131BH, so these pages are only a very rough guide as to what to expect from the course. Lecture notes We recommend that you read the lecture notes and the textbook concurrently with (or prior to) the lectures.

### Math 115AH

Posted: (0 seconds ago) Course Description: Linear algebra is a subject that permeates almost all of mathematics, both pure and applied. For example, calculus is based on approximating arbitrary functions by linear maps, which are easy to analyze. This simple idea makes linear algebra fundamental to algebra, analysis, geometry, physics, and statistics. ...

### Math 115A

Posted: (0 seconds ago) Note that this is from a 115AH course and so covers some material beyond what is covered in this course. In particular, Questions 4,5,6,10 require material not covered in this course, Question 12 uses material from the Week 10 notes (which are not covered in the final), and Question 8 is doable but may be a little tricky for a non-honors class.

### Math 115 blurb

Posted: (0 seconds ago) Mathematical level: The emphasis in this course is theoretical, including abstract proof-type questions in the homework and in the exams. For most of these questions, a relevant sequence of equations arranged in an intelligent and logical order, accompanied by a few …

### Introduction to Probability and Statistics (MIT 18.05)

Posted: (0 seconds ago) The course will consist of two main subjects: Probability and Statistics, which divide the material into two roughly equal parts. No computer software will be used or required. The lectures will follow the book, roughly 2 book chapters per week. There will be a few "handouts", all in …

### Curtis Center | K-12 SCHOOLS

Posted: (0 seconds ago) A master class in writing meaningful real world mathematics problems for use in K-12 classrooms. In this online course, the UCLA Curtis Center for Mathematics and Teaching shares its experience authoring over 100 Smarter Balanced Performance Tasks and over 300 K-12 mathematics activities with teachers from around the country.

### Convex Polytopes - UCLA Mathematics

Posted: (0 seconds ago) Over the course of six lectures, I plan to follow chapters 14-18 of my book (not in this order). I will also mention some more recent work which I will also post here. Lectures: L1: Bolyai-Gerwien, Bricard and Dehn theorems (Chapter 15 in the book) Part-1, Part-2, Whiteboard (all unedited)

### Curtis Center | Math Teachers

Posted: (0 seconds ago) The course is offered to individuals, schools, and districts. Ask a Mathematics Education Question Ask a Mathematics Education Question. Do you have a question for a UCLA Curtis Center mathematician or math educator? Send it our way and we will forward it to a specialist in that field. We can handle anything from topology to teaching strategies ...

### Undergraduate Unofficial Waitlist for Spring 2021 | UCLA ...

Posted: (0 seconds ago) Welcome to the UCLA Math Department’s unofficial upper division waitlist. This is the only Math Department unofficial waitlist for upper division math courses.. Submitting Your Request: Submitting a request to be added onto the unofficial waitlist does not guarantee enrollment.; A general updated status of the unofficial waitlist will be posted once a business day here.

### Majors, Minors & Specializations - UCLA Mathematics

Posted: (0 seconds ago) Mar 12, 2020 · MAJORS, MINORS & SPECIALIZATIONS majors All preparation courses for any of the mathematics majors must be passed with a “C” or better and an overall 2.5 GPA. Additional requirements are required for majors requiring economics courses where these courses must be passed with a “C” or better and an overall 2.7 GPA that is calculated separately from the mathematics […]

### Math 181: Calculus II, Fall 2005

Posted: (0 seconds ago) Course Outline The purpose of this course is to continue your study of calculus by means of problems, examples, and applications, the discussion of theoretical ideas, and the use of the calculator. Your grade will be computed from assignments, quizzes, two hour examinations, and a final examination, weighted as follows: Homeworks/quizzes: 25% ...

### Math 114L: Mathematical Logic

Posted: (0 seconds ago) Click here to download the course handout. Description The main objective of this course is to introduce you to mathematical logic through the study of two of its aspects: 1. Pure logic: Sentential logic and first-order logic, culminating in the proof of Gödel's Completeness Theorem (not to be confused with Gödel's Incompleteness Theorems). 2.

### UCLA Logic Center Summer School in Logic

Posted: (0 seconds ago) This course will begin with the classical results of Cantor, König, and Bukovsky on cardinal arithmetic and the definability of cardinal exponentiation in terms of the gimel function. We'll then move quickly through results of Ramsey and Erdos-Rado in the partition calculus, and prove the …

### Ferguson's home page - UCLA Mathematics

Posted: (0 seconds ago) Additional Exercises and Errata for my book, A Course in Large Sample Theory , 1996, Chapman and Hall. Solutions to Selected Exercises from my book, Mathematical Statistics - A Decision Theoretic Approach, in PostScript. Mathematics and Statistics . Gateway to Mathematics Departments: Mathematics Department Servers. Electronic Texts

### Math 132

Posted: (0 seconds ago) Course description; Default web page; Textbook and Schedule; Current enrollment status and Course Detail; Stuff specific to 132/1 Winter 2000 . Course handout; Virtual Office Hours; Homework; Schedule of …

### Math 131A Syllabus (Summer Session A)

Posted: (0 seconds ago) If there are aspects of the instruction or design of this course that result in barriers to your inclusion or accurate assessment or achievement, please notify us. Students needing academic accommodations based on a disability should contact the Center for Accessible Education (CAE) at (310) 825-1501 or present in person at Murphy Hall A255.

### Take the Diagnostic Test - UCLA Mathematics

Posted: (0 seconds ago) After engaging with the learning module for at least 5 hours, you can take the test again to reassess course placement. The retake test will become available 48 hours after the initial test was completed. You will have access to the learning module for 12 months after taking the initial test. Enroll into a Mathematics class

### Applied Differential Equations | UCLA Department of ...

Posted: (0 seconds ago) Basic Topics. Course material- Mathematics 266AB; additional sources are Mathematics 135AB, 136, and 146. Topics- Spectrum theory of regular boundary value problems and examples of singular Sturm-Liouville problems, related integral equations, special functions; Fourier series, Fourier and Laplace transforms; phase plane analysis of nonlinear equations; asymptotic methods for obtaining ...

### Course information - UCLA Mathematics

Posted: (0 seconds ago) Course outline: We will study differential geometry of regular curves and surfaces in three-dimensional space.The course assumes excellent command of mathematial analysis and linear algbera. We will begin with local properties of regular curves: curvature (which measures how much the curve bends) and torsion (measuring how much the curve twists).

### Entropy and Ergodic Theory - UCLA Mathematics

Posted: (0 seconds ago) The course separates roughly into three parts: Shannon's entropy and related notions, and some of the original applications to information theory; Related applications in probability (especially large deviations theory) and combinatorics; The entropy rate of a stationary stochastic process, and its consequences for abstract ergodic theory.