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A question about right continuous functions on $\mathbb{R}^d$.

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#measure-theory #continuity #euclidean-domain
525
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graphs and euclidean space

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#graph-theory #euclidean-domain
47
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Diophantine in Q[x]

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#abstract-algebra #diophantine-equations #principal-ideal-domains #unique-factorization-domains #euclidean-domain
323
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Is $\frac{\mathbb{Z}[X,Y]}{(2, X)}$ a Euclidean Domain?

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#abstract-algebra #ring-theory #euclidean-domain
85
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Norm function of ED

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#ring-theory #euclidean-domain
44
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For proving Euclidean domain, how to decide the mapping?

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#abstract-algebra #euclidean-domain
59
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Prove if $R$ is not a field then the value set $δ(R)$ is infinite, $δ$ a Euclidean degree function.

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#abstract-algebra #ring-theory #field-theory #euclidean-domain
108
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How to solve $10x^{39 }+ 8x^{20} + 9x^3 + 7x ≡ 0\pmod {19}$

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#discrete-mathematics #euclidean-domain
74
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Why must a Euclidean function map to $\mathbb{Z}^{\ge 0}$?

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#abstract-algebra #polynomials #ring-theory #euclidean-algorithm #euclidean-domain
175
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Is a normalized cosine similarity a Bregman divergence?

Published on
#inner-products #euclidean-domain
100
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Normalized valuations of $A$ (corresponding to the prime elements of $A$).

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#abstract-algebra #euclidean-domain
36
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How do I solve the below exercise on subset theory

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#general-topology #optimization #euclidean-domain
159
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Conditions for a Euclidean domain to be a field or a polynomial ring over a field

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#abstract-algebra #euclidean-domain
37
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Minimality condition while proving ED is a PID.

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#abstract-algebra #ring-theory #euclidean-domain
78
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Divisibility in a Euclidean Domain

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#abstract-algebra #group-theory #euclidean-domain

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