#josephusproblem search results

Day 34: Ancient challenges await! Solve the Josephus problem with recursion. Find the last person standing in the circle. Embrace the power of elimination. #100DaysOfCode #Recursion #JosephusProblem

MeetKorat05's tweet image. Day 34: Ancient challenges await! Solve the Josephus problem with recursion. Find the last person standing in the circle. Embrace the power of elimination. #100DaysOfCode #Recursion #JosephusProblem

🤓 Second approach (Best) Used Josephus recurrence: f(i) = (f(i-1) + k) % i Start from f(1) = 0, return f(n) + 1 for 1-based indexing. 📈 Time: O(n) 📦 Space: O(1) #LeetCode #JosephusProblem #Python #asshaieas

mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas
mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas
mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas

Cracked the Josephus Problem 🌀! Exploring its logic, recursion, and mathematical twists was an absolute thrill. Onward to the next challenge! 💻✨ #CodingJourney #Algorithms #JosephusProblem

NAYANBIRLA2306's tweet image. Cracked the Josephus Problem 🌀! Exploring its logic, recursion, and mathematical twists was an absolute thrill. Onward to the next challenge! 💻✨ #CodingJourney #Algorithms #JosephusProblem

Day 145 Solved LeetCode 1823 Find the Winner of the Circular Game This is the classic Josephus Problem. While a queue-based simulation works, the O(n) mathematical solution using recursion and modular arithmetic is so clever #JosephusProblem #Algorithms #100DaysOfCode #Coding

PremNavnat56636's tweet image. Day 145
Solved LeetCode 1823 
Find the Winner of the Circular Game

This is the classic Josephus Problem. While a queue-based simulation works, the O(n) mathematical solution using recursion and modular arithmetic is so clever

 #JosephusProblem #Algorithms #100DaysOfCode #Coding

Day 52/180 of my coding journey! 🌟 Explored the Josephus problem. This theoretical problem was a great way to dive into algorithm design and recursion, enhancing my problem-solving skills. #180DaysOfCode #JosephusProblem #Recursion #AlgorithmDesign #LearningJourney


Just discovered the Josephus problem through @Numberphile, and it has completely blown my mind! 🤯The mathematical elegance and historical context of this problem are fascinating. Can't wait to dive deeper into these intriguing concepts! #JosephusProblem #MathMagic #MindBlown


Solving #JosephusProblem and can't deduce the closed form,though got generalized one.What's radix? #Knuth #WolframMathWorld


m.youtube.com/watch?v=uCsD3Z… Нешто попут М-М проблема треба чешће да буде пласирано у новинама и порталима. #Math #JosephusProblem #Nezavisne


Day 145 Solved LeetCode 1823 Find the Winner of the Circular Game This is the classic Josephus Problem. While a queue-based simulation works, the O(n) mathematical solution using recursion and modular arithmetic is so clever #JosephusProblem #Algorithms #100DaysOfCode #Coding

PremNavnat56636's tweet image. Day 145
Solved LeetCode 1823 
Find the Winner of the Circular Game

This is the classic Josephus Problem. While a queue-based simulation works, the O(n) mathematical solution using recursion and modular arithmetic is so clever

 #JosephusProblem #Algorithms #100DaysOfCode #Coding

🤓 Second approach (Best) Used Josephus recurrence: f(i) = (f(i-1) + k) % i Start from f(1) = 0, return f(n) + 1 for 1-based indexing. 📈 Time: O(n) 📦 Space: O(1) #LeetCode #JosephusProblem #Python #asshaieas

mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas
mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas
mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas

Cracked the Josephus Problem 🌀! Exploring its logic, recursion, and mathematical twists was an absolute thrill. Onward to the next challenge! 💻✨ #CodingJourney #Algorithms #JosephusProblem

NAYANBIRLA2306's tweet image. Cracked the Josephus Problem 🌀! Exploring its logic, recursion, and mathematical twists was an absolute thrill. Onward to the next challenge! 💻✨ #CodingJourney #Algorithms #JosephusProblem

Day 52/180 of my coding journey! 🌟 Explored the Josephus problem. This theoretical problem was a great way to dive into algorithm design and recursion, enhancing my problem-solving skills. #180DaysOfCode #JosephusProblem #Recursion #AlgorithmDesign #LearningJourney


Day 34: Ancient challenges await! Solve the Josephus problem with recursion. Find the last person standing in the circle. Embrace the power of elimination. #100DaysOfCode #Recursion #JosephusProblem

MeetKorat05's tweet image. Day 34: Ancient challenges await! Solve the Josephus problem with recursion. Find the last person standing in the circle. Embrace the power of elimination. #100DaysOfCode #Recursion #JosephusProblem

m.youtube.com/watch?v=uCsD3Z… Нешто попут М-М проблема треба чешће да буде пласирано у новинама и порталима. #Math #JosephusProblem #Nezavisne


Solving #JosephusProblem and can't deduce the closed form,though got generalized one.What's radix? #Knuth #WolframMathWorld


No results for "#josephusproblem"

Day 34: Ancient challenges await! Solve the Josephus problem with recursion. Find the last person standing in the circle. Embrace the power of elimination. #100DaysOfCode #Recursion #JosephusProblem

MeetKorat05's tweet image. Day 34: Ancient challenges await! Solve the Josephus problem with recursion. Find the last person standing in the circle. Embrace the power of elimination. #100DaysOfCode #Recursion #JosephusProblem

🤓 Second approach (Best) Used Josephus recurrence: f(i) = (f(i-1) + k) % i Start from f(1) = 0, return f(n) + 1 for 1-based indexing. 📈 Time: O(n) 📦 Space: O(1) #LeetCode #JosephusProblem #Python #asshaieas

mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas
mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas
mlaiengineer's tweet image. 🤓 Second approach (Best)

Used Josephus recurrence:
 f(i) = (f(i-1) + k) % i
Start from f(1) = 0, return f(n) + 1 for 1-based indexing.
📈 Time: O(n)
📦 Space: O(1)
#LeetCode #JosephusProblem #Python #asshaieas

Cracked the Josephus Problem 🌀! Exploring its logic, recursion, and mathematical twists was an absolute thrill. Onward to the next challenge! 💻✨ #CodingJourney #Algorithms #JosephusProblem

NAYANBIRLA2306's tweet image. Cracked the Josephus Problem 🌀! Exploring its logic, recursion, and mathematical twists was an absolute thrill. Onward to the next challenge! 💻✨ #CodingJourney #Algorithms #JosephusProblem

Day 145 Solved LeetCode 1823 Find the Winner of the Circular Game This is the classic Josephus Problem. While a queue-based simulation works, the O(n) mathematical solution using recursion and modular arithmetic is so clever #JosephusProblem #Algorithms #100DaysOfCode #Coding

PremNavnat56636's tweet image. Day 145
Solved LeetCode 1823 
Find the Winner of the Circular Game

This is the classic Josephus Problem. While a queue-based simulation works, the O(n) mathematical solution using recursion and modular arithmetic is so clever

 #JosephusProblem #Algorithms #100DaysOfCode #Coding

Loading...

Something went wrong.


Something went wrong.


United States Trends