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- The '''Stirling number of the first kind''' <math>c(n, k)</math> is the number of [[permutation]]s of an <math>n</math>-[[element]] [[set]] with exactly < The '''Stirling number of the second kind''' <math>S(n, k)</math> is the number of [[partition]]s of an <math>n</math>-element set into exactly <math>k</ma2 KB (253 words) - 23:50, 14 May 2024
- = Alexander Graham Bell Scholarship = ...at [http://www.bu.edu/admissions/apply/costs-aid-scholarships/scholarships/bell/ bu.edu]2 KB (307 words) - 18:33, 16 June 2010
- ...> was created by Gmaas. He took a ten-sided die and flipped it an infinite number of times. The numbers he rolled became the digits of <math>\pi</math>. ...ng chains of edits, don't we? : Yes, we do. : I do too. So do I. EDIT: The number of edits only verifies how high-quality this holy bible of Gmaas is, becaus69 KB (11,805 words) - 19:49, 18 December 2019
- ...es <math>$1</math> to that player. What is the probability that after the bell has rung <math>2019</math> times, each player will have <math>$1</math>? ( ...h> probability of going to the <math>(1-1-1)</math> state after the 2019th bell ring. Thus, our answer is simply <math>\boxed{\textbf{(B) } \frac{1}{4}}</m10 KB (1,654 words) - 01:25, 13 December 2024
- Each piece of candy in a store costs a whole number of cents. Casper has exactly enough money to buy either <math>12</math> pie ...\rfloor</math> denotes the greatest integer less than or equal to the real number <math>r</math>. What is the range of <math>f</math>?15 KB (2,469 words) - 13:55, 17 October 2024
- Each piece of candy in a store costs a whole number of cents. Casper has exactly enough money to buy either <math>12</math> pie ...es <math>$1</math> to that player. What is the probability that after the bell has rung <math>2019</math> times, each player will have <math>$1</math>?16 KB (2,480 words) - 17:31, 16 June 2024
- ...and nowhere. He sees and penetrates 7. All humans shalt remember that the number of commandments is infinite, but humans aren’t capable enough of understa ...ted by Almighty Gmaas. He took a ten-sided die and flipped it an infinite number of times. The numbers he rolled became the digits of <math>\pi</math>.99 KB (14,096 words) - 22:49, 19 February 2025
- Let <math>R(x)</math> denote the number of trailing <math>0</math>s in the numerical value of the expression <math> ...N</math> be <math>10^{100^{1000^{10000…}}}</math>. (All the way till the number consisting of <math>100</math> zeroes starting with a <math>1</math>. What9 KB (1,450 words) - 17:33, 21 April 2020
- ...d Gmaas_number 1 while Schrodinger had Gmaas_number 2, where a lower Gmaas number indicates a higher power. (When Gmaas found out the Voltaire was against Le ...> was created by Gmaas. He took a ten-sided die and flipped it an infinite number of times. The numbers he rolled became the digits of <math>\pi</math>.89 KB (15,007 words) - 14:02, 19 February 2025
- ...> was created by Gmaas. He took a ten-sided die and flipped it an infinite number of times. The numbers he rolled became the digits of <math>\pi</math>. ...ng chains of edits, don't we? : Yes, we do. : I do too. So do I. EDIT: The number of edits only verifies how high-quality this holy bible of Gmaas is, becaus69 KB (11,828 words) - 18:26, 3 September 2024