Probability

2022 Fall
#28082

Probability and Random Processes

Kannan Ramchandran
Aug 24, 2022 - Dec 09, 2022
Tu, Th
12:30 pm - 01:59 pm

Instruction Mode: In-Person Instruction

Time Conflict Enrollment Allowed

Open Seats

1 Unreserved Seats

EECS 126 - LEC 001 Probability and Random Processes more detail
This course covers the fundamentals of probability and random processes useful in fields such as networks, communication, signal processing, and control. Sample space, events, probability law. Conditional probability. Independence. Random variables. Distribution, density functions. Random vectors. Law of large numbers. Central limit theorem. Estimation and detection. Markov chains.
2022 Fall
#25743
DATA C140 140S - SUP 140S offered through Data Science Undergraduate Studies

Probability for Data Science

Ophelia Wang
Aug 24, 2022 - Dec 09, 2022
Tu
11:00 am - 12:29 pm

Instruction Mode: In-Person Instruction

Time Conflict Enrollment Allowed

Open Seats

7 Unreserved Seats

DATA C140 - SUP 140S Probability for Data Science more detail
An introduction to probability, emphasizing the combined use of mathematics and programming to solve problems. Random variables, discrete and continuous families of distributions. Bounds and approximations. Dependence, conditioning, Bayes methods. Convergence, Markov chains. Least squares prediction. Random permutations, symmetry, order statistics. Use of numerical computation, graphics, simulation, and computer algebra.
2022 Fall
#25742
DATA C140 999 - DIS 999 offered through Data Science Undergraduate Studies

Probability for Data Science

Instruction Mode: In-Person Instruction

Open Seats

299 Unreserved Seats

DATA C140 - DIS 999 Probability for Data Science more detail
An introduction to probability, emphasizing the combined use of mathematics and programming to solve problems. Random variables, discrete and continuous families of distributions. Bounds and approximations. Dependence, conditioning, Bayes methods. Convergence, Markov chains. Least squares prediction. Random permutations, symmetry, order statistics. Use of numerical computation, graphics, simulation, and computer algebra.
2022 Fall
#25741
DATA C140 001 - LEC 001 offered through Data Science Undergraduate Studies

Probability for Data Science

Ani Adhikari
Aug 24, 2022 - Dec 09, 2022
Tu, Th
02:00 pm - 03:29 pm

Instruction Mode: In-Person Instruction

Open Seats

7 Unreserved Seats

DATA C140 - LEC 001 Probability for Data Science more detail
An introduction to probability, emphasizing the combined use of mathematics and programming to solve problems. Random variables, discrete and continuous families of distributions. Bounds and approximations. Dependence, conditioning, Bayes methods. Convergence, Markov chains. Least squares prediction. Random permutations, symmetry, order statistics. Use of numerical computation, graphics, simulation, and computer algebra.
2022 Summer Session C 8 weeks, June 21 - August 12
#13659

Concepts of Probability

Nicholas M Liskij
Jun 21, 2022 - Aug 12, 2022
Mo, Tu, We, Th
03:00 pm - 03:59 pm

Instruction Mode: In-Person Instruction

No Open Seats
STAT 134 - DIS 103 Concepts of Probability more detail
An introduction to probability, emphasizing concepts and applications. Conditional expectation, independence, laws of large numbers. Discrete and continuous random variables. Central limit theorem. Selected topics such as the Poisson process, Markov chains, characteristic functions.
2022 Summer Session C 8 weeks, June 21 - August 12
#13658

Concepts of Probability

Nicholas M Liskij
Jun 21, 2022 - Aug 12, 2022
Mo, Tu, We, Th
04:00 pm - 04:59 pm

Instruction Mode: In-Person Instruction

Open Seats

9 Unreserved Seats

STAT 134 - DIS 102 Concepts of Probability more detail
An introduction to probability, emphasizing concepts and applications. Conditional expectation, independence, laws of large numbers. Discrete and continuous random variables. Central limit theorem. Selected topics such as the Poisson process, Markov chains, characteristic functions.
2022 Summer Session C 8 weeks, June 21 - August 12
#13657

Concepts of Probability

Mriganka Basu Roy Chowdhury
Jun 21, 2022 - Aug 12, 2022
Mo, Tu, We, Th
03:00 pm - 03:59 pm

Instruction Mode: In-Person Instruction

Open Seats

5 Unreserved Seats

STAT 134 - DIS 101 Concepts of Probability more detail
An introduction to probability, emphasizing concepts and applications. Conditional expectation, independence, laws of large numbers. Discrete and continuous random variables. Central limit theorem. Selected topics such as the Poisson process, Markov chains, characteristic functions.
2022 Summer Session C 8 weeks, June 21 - August 12
#13656

Concepts of Probability

Daniel Cyrus Raban, Mriganka Basu Roy Chowdhury
Jun 21, 2022 - Aug 12, 2022
Mo, Tu, We, Th
01:00 pm - 02:29 pm
Anthro/Art Practice Bldg 160

Instruction Mode: In-Person Instruction

Open Seats

14 Unreserved Seats

STAT 134 - LEC 001 Concepts of Probability more detail
An introduction to probability, emphasizing concepts and applications. Conditional expectation, independence, laws of large numbers. Discrete and continuous random variables. Central limit theorem. Selected topics such as the Poisson process, Markov chains, characteristic functions.
Spring 2022
#26257

Concepts of Probability

Saptarshi Chakraborty
Jan 18, 2022 - May 06, 2022
Mo, We
03:00 pm - 03:59 pm

Instruction Mode: In-Person Instruction

Open Seats

3 Unreserved Seats

STAT 134 - DIS 109 Concepts of Probability more detail
An introduction to probability, emphasizing concepts and applications. Conditional expectation, independence, laws of large numbers. Discrete and continuous random variables. Central limit theorem. Selected topics such as the Poisson process, Markov chains, characteristic functions.
Spring 2022
#26256

Concepts of Probability

Saptarshi Chakraborty
Jan 18, 2022 - May 06, 2022
Mo, We
02:00 pm - 02:59 pm

Instruction Mode: In-Person Instruction

Open Seats

3 Unreserved Seats

STAT 134 - DIS 108 Concepts of Probability more detail
An introduction to probability, emphasizing concepts and applications. Conditional expectation, independence, laws of large numbers. Discrete and continuous random variables. Central limit theorem. Selected topics such as the Poisson process, Markov chains, characteristic functions.