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Find $x$ and $y$ where $ax - by = c$ and $x + y$ is minimum.

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#linear-algebra #discrete-mathematics #modular-arithmetic
56
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Is it possible to prove that $P(x)$ is unique?

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#elementary-number-theory #polynomials #modular-arithmetic
135
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Golomb Rulers and Sets with Unique Sums

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#combinatorics #number-theory #modular-arithmetic
784
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Shift Modulo Operation

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#prime-numbers #permutations #modular-arithmetic
399
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Prove that there is an natural number consisting of digits 0 and 7 which is divisible by $359$

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#discrete-mathematics #modular-arithmetic
121
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solution to cube root of finite field

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#modular-arithmetic #finite-fields #cubics
69
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Exponential laws in modular arithmetic | disappearing mod N

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#modular-arithmetic
178
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how to calculate $ \bmod 2 \pi$

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#modular-arithmetic #pi
50
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Solving Linear Modular System with different Moduli

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#number-theory #modular-arithmetic #systems-of-equations
208
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Math notation for modulo

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#notation #modular-arithmetic
59
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Solving Modular System with 2 different Moduli

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#number-theory #modular-arithmetic #systems-of-equations
77
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Primes Powers and Mods

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#number-theory #elementary-number-theory #modular-arithmetic
389
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Does remainder of 2^-1 divide by 7 exists? (mod 7) Decimal?

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#number-theory #elementary-number-theory #modular-arithmetic
112
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There are only two six-digit integers $N$, each greater than $100,000$. for which $N^2$ has $N$ as its final six digits

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#modular-arithmetic
588
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How do you guarantee multiplicative cycles generated by a number that's relatively prime to the module have same length?

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#modular-arithmetic #totient-function

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