That converges or focuses, A sequence x_n in a metric space with metric d is convergent to a point x^* , denoted as x_n \rightarrow x^* , if for every \epsilon > 0 there is a natural number N such that for every k \ge N : d(x_k, x^*) , the rational number obtained when a continued fraction has been terminated after a finite number of terms, tending to one point of focus; tending to approach each other; converging, tending to come together from different directions, The glottis narrows from bottom to top, adj coming together; describes a crustal plate boundary at which plates are moving toward one another, including subduction zones and orogenous zones, To come from different directions and reach the same conclusion, A term used in reference to objects that are moving towards one another, approaching a value For example, if you look at unit fractions (fractions with a numerator of 1), you can build a set of numbers {1/1, ½, 1/3, ¼, 1/5, ...} As the denominators get bigger, the fractions get smaller, but they are always bigger than 0 We could say that the set of unit fractions is convergent or that the set of unit fractions converges to 0, tending to move toward each other (Mathematics),
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That converges or focuses
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A sequence x_n in a metric space with metric d is convergent to a point x^* , denoted as x_n \rightarrow x^* , if for every \epsilon > 0 there is a natural number N such that for every k \ge N : d(x_k, x^*)
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the rational number obtained when a continued fraction has been terminated after a finite number of terms
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tending to one point of focus; tending to approach each other; converging
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tending to come together from different directions
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The glottis narrows from bottom to top
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adj coming together; describes a crustal plate boundary at which plates are moving toward one another, including subduction zones and orogenous zones
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To come from different directions and reach the same conclusion
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A term used in reference to objects that are moving towards one another
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approaching a value For example, if you look at unit fractions (fractions with a numerator of 1), you can build a set of numbers {1/1, ½, 1/3, ¼, 1/5, ...} As the denominators get bigger, the fractions get smaller, but they are always bigger than 0 We could say that the set of unit fractions is convergent or that the set of unit fractions converges to 0
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tending to move toward each other (Mathematics) sıfat
Some etymologies, pronunciations, function and usage date content for the English translation portion are from Merriam-Webster Online at www.Merriam-Webster.com. Thanks to Online Yunanca Dil Eğitimi for providing some parts of online greek dictionary. To contribute more resources please contact us. Visuals(images) are provided by Google Image Search API. Some parts of the dictionary is contributed by many users, thank you! The content on this site is for informational purposes only. Bu aramada convergent kelimesinin sözlük anlamı ve eşanlamı nedir, nasıl okunur hakkında bilgi verilmektedir. convergent kelimesinin etimolojik ve eşanlamları ile ilgili açıklamalar ve bilgiler eksiksiz ve hatasız olarak anılmamalıdır. Burada yer alan convergent kelimesi ile ilgili tüm açıklamalar bilgi amaçlıdır. Eksik ve hatalı çevirileri lütfen bildiriniz.
