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jkane17

Hi everyone, Please check out episode 12 of the Q For Problems video series. This covers problem 12 from the Project Euler problem set. Project Euler - Problem 12 We need to find the first triangle number which has 500 or more divisors/factors. Feel ...

jkane17

Hi everyone, Please check out episode 11, parts 1 and 2, of the Q For Problems video series. Part 1 Part 2 This covers problem 11 from the Project Euler problem set. Project Euler #11 Given a 20 x 20 matrix of integers, we want to find the greatest p...

jkane17

Hi everyone, Please check out episode 10 of the Q For Problems video series. This covers problem 1 from the Leet Code problem set. Leet Code #1 Given an array of integers and a target, we must return the indices of the two numbers such that they add ...

jkane17

Hi everyone, Please check out episode 9 of the Q For Problems video series. This covers problem 9 from the Project Euler problem set. Project Euler - Problem 9 We want to find the the Pythagorean Triplet (a, b, c) for which a + b + c = 1000. Feel fre...

jkane17

Hi everyone, Please check out episode 8 of the Q For Problems video series. This covers problem 8 from the Project Euler problem set. Project Euler - Problem 8 We want to find the greatest product of thirteen adjacent digits in a given 1000-digit num...

jkane17

Nice one, this shows significant improvement over s2 f n | average mem ---------| ---------------------------- s2 10 | 0D00:00:00.000006399 1123 s2 100 | 0D00:00:00.000092521 4067 s2 1000 | 0D00:00:00.000342868 19530 s2 10000 | 0D00:00:00.013389806 2...

jkane17

Sure, will add it. Yeah, I'm pretty new to the video production game, but hopefully these videos can be viewed on every type of monitor comfortably. Relying on viewer feedback to know for sure, so thanks for confirming!An improvement I have made for ...

jkane17

Very efficient solution!

jkane17

Minor quibble: I’m told composing a sequence of unaries by terminating it with the Identity function is an ‘accidental’ of the parser. Instead use Apply At @, which is supported syntax. I picked up the use of the :: to create a composition from the F...

jkane17

Nice one! I was unaware of this property of the Fibonacci sequence, but after examining it makes sense because adding two odds will always produce an even, and adding an even and an odd always produces an odd, so the sequence of (even, odd, odd) will...

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Q For Problems - Episode 12 - Project Euler #12

Q For Problems - Episode 11 - Project Euler #11

Q For Problems - Episode 10 - Leet Code #1

Q For Problems - Episode 9

Q For Problems - Episode 8

Re: Q For Problems - Episode 10 - Leet Code #1

Re: Q For Problems - Episode 6

Re: Q For Problems - Episode 4

Re: Q For Problems - Episode 4

Re: Q For Problems - Episode 2