We use cookies to ensure you have the best browsing experience on our website. Please read our cookie policy for more information about how we use cookies.
Primitive Problem
Primitive Problem
Sort by
recency
|
830 Discussions
|
Please Login in order to post a comment
Students often struggle to manage multiple deadlines while maintaining high-quality work across subjects. Balancing research, writing, and referencing can be overwhelming without proper support. That’s why professional guidance is so valuable. Services like academic writing services provide expert assistance, ensuring well-structured, plagiarism-free, and timely submissions, helping students improve their grades and gain confidence in their academic journey.
Best Tecno Phones for Content Creators and Vloggers on a Budget'
Discover the Best Tecno Phones for Content Creators that make filming, editing, and sharing videos easier than ever. With powerful cameras, strong performance, and long-lasting batteries, these smartphones are ideal for vloggers and influencers. Plus, check out MSTEffects for creative editing tips and tutorials, and explore Best Tecno Phones for Content Creators YouTube videos to level up your content.
Discover the best USA MBA Scholarships for international students and future business leaders. Learn about top universities offering full funding, eligibility requirements, and key application deadlines. With support from wsscholar4u, you can explore prestigious MBA programs in the United States, access scholarship updates, and apply confidently to make your study abroad dreams a reality.
Primitive root for a prime P is number g in [1,P-1] such that g^x mod P gives all [1,P-1], with x in [1,P-2]
Need to find: 1. Smallest primitive root of p 2. Total primitive roots of p
Solution logic: 1. determine all the prime factor of phi = p - 1 as p1, p2, ... pk 2. For each candidate g for each prime factor pj if g^(phi/pj) mod != 1
'''
I highly recommend this insightful and thought-provoking piece to anyone seeking knowledge and a deeper understanding of the subject.