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Intervals and arithmetic

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#interval-arithmetic
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Interval on Reals Expressed as Min and Max Operator

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#analysis #elementary-set-theory #interval-arithmetic
1.2k
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Modulo on some interval

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#modular-arithmetic #coordinate-systems #interval-arithmetic
268
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Proving that $\Bigl[\frac{-4+\sqrt{26+20y+4y^2}}{2},\frac{-3+\sqrt{23+20y+4y^2}}{2}\Bigl]$ contains no integer

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#proof-writing #diophantine-equations #quadratic-forms #interval-arithmetic
37
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Notation of a set which contains all numbers of an interval

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#notation #terminology #interval-arithmetic
884
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Indicator functions - union of sets

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#probability #interval-arithmetic
1.1k
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Product of intervals

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#arithmetic #interval-arithmetic
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Does the interval $[0,1]$ contains more real numbers than $(0,2)$?

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#real-numbers #infinity #interval-arithmetic
265
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Derivation of interval Newton's method

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#numerical-methods #roots #interval-arithmetic
417
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What is the proper, mathematically rigorous way to notate intervals with units?

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#notation #unit-of-measure #interval-arithmetic
190
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How to rewrite interval $[1, \infty)$ as a union of intervals in R

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#calculus #real-analysis #real-numbers #interval-arithmetic
54
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In which interval is there a larger amount of real numbers, in [4,5] or in [4,12]? Why?

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#real-numbers #interval-arithmetic
136
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Intersections of nested intervals

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#real-analysis #interval-arithmetic
304
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Intersection of sets within space [0,1/i] vs (0,1/i) as i approaches infinity

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#probability #statistics #interval-arithmetic
887
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Let $g$ be a function defined on the interval $[0,2]$ and $x \le g(x) \le x^2-x+1$

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#real-analysis #polynomials #continuity #interval-arithmetic

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