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Total Items Found (184)
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Mathematics

On Euler's totient function

On Euler's totient function

Shubhankar Paul
Mathematics | English
₹0
24 is the largest number divisible by all numbers less than it’s square root

24 is the largest number divisible by all numbers less than it’s square root

Shubhankar Paul
Mathematics | English
₹0
On Diophantine quintuples

On Diophantine quintuples

Shubhankar Paul
Mathematics | English
₹0
On Number Theory (Part V)

On Number Theory (Part V)

Shubhankar Paul
Mathematics | English
₹0
On Number Theory (Part IV)

On Number Theory (Part IV)

Shubhankar Paul
Mathematics | English
₹0
On Number Theory (Part III)

On Number Theory (Part III)

Shubhankar Paul
Mathematics | English
₹0
Three theorems on Fermat numbers

Three theorems on Fermat numbers

Shubhankar Paul
Mathematics | English
₹0
On Number Theory (Part II)

On Number Theory (Part II)

Shubhankar Paul
Mathematics | English
₹0
On Number Theory

On Number Theory

Shubhankar Paul
Mathematics | English
₹0
Java program to solve Straight line problems

Java program to solve Straight line problems

Shubhankar Paul
Computers & Internet, Mathematics | English
₹50
NTSE : The Essential Guide

NTSE : The Essential Guide

Abhishek Prakash Jha
Mathematics | English
₹0
Mathematics, which beats anything

Mathematics, which beats anything

Shubhankar Paul
Philosophy, Mathematics | English
₹50
THE ENCHANTING ARITHMETIC

THE ENCHANTING ARITHMETIC

R. SRIDHARAN
Self-Improvement, Mathematics | English
(1)
₹800
Composite Mersenne number with prime index are square free

Composite Mersenne number with prime index are square free

Shubhankar Paul
Mathematics | English
₹0
Taxicab(5,2,2) doesn’t exist

Taxicab(5,2,2) doesn’t exist

Shubhankar Paul
Mathematics | English
₹0
On Perfect Cuboid

On Perfect Cuboid

Shubhankar Paul
Mathematics | English
₹0
Legendre and Grimm’s conjecture proof from Goldbach conjecture, Origin of Fermat numbers and a problem and some Theorems

Legendre and Grimm’s conjecture proof from Goldbach conjecture, Origin of Fermat numbers and a problem and some Theorems

Shubhankar Paul
Mathematics | English
₹0
Some Theorems

Some Theorems

Shubhankar Paul
Mathematics | English
₹0
A proposition on if there for every a ≥ 2 infinitely many primes p exists such that a^(p – 1) ≡ 1 (mod p^2)

A proposition on if there for every a ≥ 2 infinitely many primes p exists such that a^(p – 1) ≡ 1 (mod p^2)

Shubhankar Paul
Mathematics | English
₹0
Lucas Number

Lucas Number

Shubhankar Paul
Mathematics | English
₹0
Theorems on Number Theory

Theorems on Number Theory

Shubhankar Paul
Mathematics | English
₹0
Wall-Sun-Sun prime doesn’t exist

Wall-Sun-Sun prime doesn’t exist

Shubhankar Paul
Mathematics | English
₹0
Another proof of Goldbach Conjecture

Another proof of Goldbach Conjecture

Shubhankar Paul
Mathematics | English
₹0
Lichrel number exists in base-10

Lichrel number exists in base-10

Shubhankar Paul
Mathematics | English
₹0