BEGIN:VCALENDAR
VERSION:2.0
CALSCALE:GREGORIAN
PRODID:iCalendar-Ruby
BEGIN:VEVENT
CATEGORIES:
DESCRIPTION:This class presents an "elementary" account of Fourier series a
 nd integrals\, based on the book "Fourier Analysis" by Stein-Shakarchi. Her
 e\, "elementary" means no measure theory\, so those who haven't taken real 
 analysis (and those who have) don't need to worry! Fourier analysis (and ha
 rmonic analysis more generally) is a branch of mathematics that is mysterio
 usly absent in the Reed mathematics curriculum\, relegated at best to being
  mentioned in some topics classes\, and at worst never mentioned at all. As
  such\, I would like to share what I've learned about it over the summer\, 
 since\, quite frankly\, it's really cool.\n\nThe organization of the class 
 is as follows:\n\nMonday 1/15: Fourier series theory\, based off of chapter
 s 1-4 of Stein-Shakarchi.\n\nFriday 1/19: Fourier transform theory\, based 
 off of chapters 5-6 of Stein-Shakarchi.\n\nSunday 1/21: Applications\, base
 d off of a variety of sources.\n\nAnyone is welcome to attend. However\, I 
 will assume the audience has taken math up to vector calculus (excluding di
 screte math). Anyone lacking in any suggested prerequisites may find it dif
 ficult to keep up. Regardless\, I encourage all that are interested to atte
 nd.\n\nInstructor: Jacob Sharkansky
DTEND:20240116T010000Z
DTSTAMP:20260311T162601Z
DTSTART:20240115T230000Z
LOCATION:Eliot 216
SEQUENCE:0
SUMMARY:Elementary Fourier Analysis
UID:tag:localist.com\,2008:EventInstance_45279863739285
URL:https://events.reed.edu/event/elementary_fourier_analysis
END:VEVENT
BEGIN:VEVENT
CATEGORIES:
DESCRIPTION:This class presents an "elementary" account of Fourier series a
 nd integrals\, based on the book "Fourier Analysis" by Stein-Shakarchi. Her
 e\, "elementary" means no measure theory\, so those who haven't taken real 
 analysis (and those who have) don't need to worry! Fourier analysis (and ha
 rmonic analysis more generally) is a branch of mathematics that is mysterio
 usly absent in the Reed mathematics curriculum\, relegated at best to being
  mentioned in some topics classes\, and at worst never mentioned at all. As
  such\, I would like to share what I've learned about it over the summer\, 
 since\, quite frankly\, it's really cool.\n\nThe organization of the class 
 is as follows:\n\nMonday 1/15: Fourier series theory\, based off of chapter
 s 1-4 of Stein-Shakarchi.\n\nFriday 1/19: Fourier transform theory\, based 
 off of chapters 5-6 of Stein-Shakarchi.\n\nSunday 1/21: Applications\, base
 d off of a variety of sources.\n\nAnyone is welcome to attend. However\, I 
 will assume the audience has taken math up to vector calculus (excluding di
 screte math). Anyone lacking in any suggested prerequisites may find it dif
 ficult to keep up. Regardless\, I encourage all that are interested to atte
 nd.\n\nInstructor: Jacob Sharkansky
DTEND:20240122T010000Z
DTSTAMP:20260311T162601Z
DTSTART:20240121T230000Z
LOCATION:Eliot 216
SEQUENCE:0
SUMMARY:Elementary Fourier Analysis
UID:tag:localist.com\,2008:EventInstance_45384896364820
URL:https://events.reed.edu/event/elementary_fourier_analysis
END:VEVENT
END:VCALENDAR