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Pete Kosek
เข้าร่วมเมื่อ 15 ส.ค. 2013
Bracketology presentation - perception ranking, computer rankings, four-factor model - March Madness
In this presentation to a group of Honors Program students, I introduce some strategies for creating a quality bracket for the NCAA D1 March Madness tournament.
Here is the link to the presentation: www.dropbox.com/s/707ttdf53z804r9/Bracketology%20Night%20Presentation.pptx?dl=0
Here is the link to the Excel spreadsheet: www.dropbox.com/s/d6ubwjkkw2l3u51/Bracketology%20Data%20-%20Honors%20March%202023.xlsx?dl=0
Here is the link to all of the website links referenced in the presentation: www.dropbox.com/s/v0iy2bintumjfno/Links%20for%20Bracketology%20Presentation.docx?dl=0
Here is the link to the presentation: www.dropbox.com/s/707ttdf53z804r9/Bracketology%20Night%20Presentation.pptx?dl=0
Here is the link to the Excel spreadsheet: www.dropbox.com/s/d6ubwjkkw2l3u51/Bracketology%20Data%20-%20Honors%20March%202023.xlsx?dl=0
Here is the link to all of the website links referenced in the presentation: www.dropbox.com/s/v0iy2bintumjfno/Links%20for%20Bracketology%20Presentation.docx?dl=0
มุมมอง: 15
วีดีโอ
Important Calculus takeaways from this class
มุมมอง 134 ปีที่แล้ว
Important Calculus takeaways from this class
The drama behind the history of Calculus
มุมมอง 224 ปีที่แล้ว
The drama behind the history of Calculus
Section 8.7 (part 3) - Exponential indeterminate forms
มุมมอง 84 ปีที่แล้ว
Section 8.7 (part 3) - Exponential indeterminate forms
Section 8.7 (part 2) - Limits of indeterminate forms
มุมมอง 34 ปีที่แล้ว
Section 8.7 (part 2) - Limits of indeterminate forms
Section 8.7 (part 1) - Indeterminate forms
มุมมอง 154 ปีที่แล้ว
Section 8.7 (part 1) - Indeterminate forms
Section 6.7 (part 4) - Example 3 of exponential growth/decay
มุมมอง 134 ปีที่แล้ว
Section 6.7 (part 4) - Example 3 of exponential growth/decay
Section 6.7 (part 5) - Example 4 of exponential growth/decay
มุมมอง 104 ปีที่แล้ว
Section 6.7 (part 5) - Example 4 of exponential growth/decay
Section 6.7 (part 3) - Example 2 of exponential growth/decay - compound interest
มุมมอง 144 ปีที่แล้ว
Section 6.7 (part 3) - Example 2 of exponential growth/decay - compound interest
Section 6.7 (part 2) - Example 1 of exponential growth/decay
มุมมอง 124 ปีที่แล้ว
Section 6.7 (part 2) - Example 1 of exponential growth/decay
Chapter 11 (part 5) - Chi square test of independence
มุมมอง 374 ปีที่แล้ว
Chapter 11 (part 5) - Chi square test of independence
Chapter 11 (part 3) - Chi square test of a single variance, with standard deviations
มุมมอง 1924 ปีที่แล้ว
Chapter 11 (part 3) - Chi square test of a single variance, with standard deviations
Chapter 11 (part 2) - Chi square test of a single variance
มุมมอง 2404 ปีที่แล้ว
Chapter 11 (part 2) - Chi square test of a single variance
Chapter 13 (part 5) - F-test of two variances on calculator
มุมมอง 1254 ปีที่แล้ว
Chapter 13 (part 5) - F-test of two variances on calculator
Chapter 13 (part 3) - ANOVA on googledocs
มุมมอง 274 ปีที่แล้ว
Chapter 13 (part 3) - ANOVA on googledocs
Chapter 13 (part 2) - ANOVA on the calculator
มุมมอง 674 ปีที่แล้ว
Chapter 13 (part 2) - ANOVA on the calculator
Section 1.4 (part 1) - Validity of arguments
มุมมอง 134 ปีที่แล้ว
Section 1.4 (part 1) - Validity of arguments
Section 1.4 (part 6) - Ontological argument
มุมมอง 114 ปีที่แล้ว
Section 1.4 (part 6) - Ontological argument
Section 1.4 (part 2) - Argument from moral values
มุมมอง 134 ปีที่แล้ว
Section 1.4 (part 2) - Argument from moral values
Section 1.4 (part 4) - Kalam cosmological argument
มุมมอง 164 ปีที่แล้ว
Section 1.4 (part 4) - Kalam cosmological argument
Section 1.4 (part 5) - Cosmological argument from contingency
มุมมอง 104 ปีที่แล้ว
Section 1.4 (part 5) - Cosmological argument from contingency
Section 1.4 (part 3) - Teleological argument
มุมมอง 134 ปีที่แล้ว
Section 1.4 (part 3) - Teleological argument
Section 6.7 (part 2) - Is the set of real numbers countable?
มุมมอง 204 ปีที่แล้ว
Section 6.7 (part 2) - Is the set of real numbers countable?
👍
so easy to follow along, you're a great teacher
Thanks for this wonderful lesson
Hello, thank you for this video! You are the only person I’ve come across that shows the relations in a set written that way (as in without ordered pairs.) Do you know what this is called exactly? I am trying to understand how I can figure out whether a relation like this R = {a,b ∈ ℤ ∧ |a-b| ≤ 3} is reflexive, symmetric, and/or transitive. I can already tell it’s reflexive (I think) but I’m not sure how to show whether or not it’s symmetric and/or transitive. Help or guidance would be much appreciated. Cheers!
Thank you sir Vert helpful From india And caption are really helpful
Thanks...
Nice explanation sir.Any suggested book for set theory and functions for this topic. Thank you
Can you explain more about axiom of replacement?
LOL "Is your mom related to your dad? I would hope not." I'm dying