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Articles 91 - 120 of 122
Full-Text Articles in Mathematics
Problematis Cuiusdam Diophantei Evolutio, Leonhard Euler
Problematis Cuiusdam Diophantei Evolutio, Leonhard Euler
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No abstract provided.
Novae Demonstrationes Circa Resolutionem Numerorum In Quadrata, Leonhard Euler
Novae Demonstrationes Circa Resolutionem Numerorum In Quadrata, Leonhard Euler
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No abstract provided.
Solutio Problematis, Quo Duo Quaeruntur Numeri, Quorum Productum Tam Summa Quam Differentia Eorum Sive Auctum Sive Minutum Fiat Quadratum, Leonhard Euler
Solutio Problematis, Quo Duo Quaeruntur Numeri, Quorum Productum Tam Summa Quam Differentia Eorum Sive Auctum Sive Minutum Fiat Quadratum, Leonhard Euler
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No abstract provided.
De Partitione Numerorum In Partes Tam Numero Quam Specie Datas, Leonhard Euler
De Partitione Numerorum In Partes Tam Numero Quam Specie Datas, Leonhard Euler
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No abstract provided.
Quomodo Numeri Praemagni Sint Explorandi, Utrum Sint Primi Necne, Leonhard Euler
Quomodo Numeri Praemagni Sint Explorandi, Utrum Sint Primi Necne, Leonhard Euler
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No abstract provided.
De Usu Novi Algorithmi In Problemate Pelliano Solvendo, Leonhard Euler
De Usu Novi Algorithmi In Problemate Pelliano Solvendo, Leonhard Euler
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No abstract provided.
De Resolutione Formularum Quadricarum Indeterminatarum Per Numeros Integros, Leonhard Euler
De Resolutione Formularum Quadricarum Indeterminatarum Per Numeros Integros, Leonhard Euler
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No abstract provided.
De Numeris Primis Valde Magnis, Leonhard Euler
De Numeris Primis Valde Magnis, Leonhard Euler
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No abstract provided.
Supplementum Quorundam Theorematum Arithmeticorum, Quae In Nonnullis Demonstrationibus Supponuntur, Leonhard Euler
Supplementum Quorundam Theorematum Arithmeticorum, Quae In Nonnullis Demonstrationibus Supponuntur, Leonhard Euler
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No abstract provided.
Solutio Problematis De Investigatione Trium Numerorum, Quorum Tam Summa Quam Productum Nec Non Summa Productorum Ex Binis Sint Numeri Quadrati, Leonhard Euler
Solutio Problematis De Investigatione Trium Numerorum, Quorum Tam Summa Quam Productum Nec Non Summa Productorum Ex Binis Sint Numeri Quadrati, Leonhard Euler
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No abstract provided.
Solutio Generalis Quorundam Problematum Diophanteorum, Quae Vulgo Nonnisi Solutiones Speciales Admittere Videntur, Leonhard Euler
Solutio Generalis Quorundam Problematum Diophanteorum, Quae Vulgo Nonnisi Solutiones Speciales Admittere Videntur, Leonhard Euler
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No abstract provided.
De Problemativus Indeterminatis, Quae Videntur Plus Quam Determinata, Leonhard Euler
De Problemativus Indeterminatis, Quae Videntur Plus Quam Determinata, Leonhard Euler
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No abstract provided.
Specimen De Usu Observationum In Mathesi Pura, Leonhard Euler
Specimen De Usu Observationum In Mathesi Pura, Leonhard Euler
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No abstract provided.
Theoremata Circa Residua Ex Divisione Potestatum Relicta, Leonhard Euler
Theoremata Circa Residua Ex Divisione Potestatum Relicta, Leonhard Euler
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No abstract provided.
Demonstratio Theorematis Circa Ordinem In Summis Divisorum Observatum, Leonhard Euler
Demonstratio Theorematis Circa Ordinem In Summis Divisorum Observatum, Leonhard Euler
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No abstract provided.
Demonstratio Theorematis Fermatiani Omnem Numerum Primum Formae 4N+1 Esse Summam Duorum Quadratorum, Leonhard Euler
Demonstratio Theorematis Fermatiani Omnem Numerum Primum Formae 4N+1 Esse Summam Duorum Quadratorum, Leonhard Euler
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No abstract provided.
Observatio De Summis Divisorum, Leonhard Euler
Observatio De Summis Divisorum, Leonhard Euler
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No abstract provided.
Demonstratio Theorematis Fermatiani Omnem Numerum Sive Integrum Sive Fractum Esse Summam Quatuor Pauciorumve Quadratorum, Leonhard Euler
Demonstratio Theorematis Fermatiani Omnem Numerum Sive Integrum Sive Fractum Esse Summam Quatuor Pauciorumve Quadratorum, Leonhard Euler
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No abstract provided.
De Numeris, Qui Sunt Aggregata Duorum Quadratorum, Leonhard Euler
De Numeris, Qui Sunt Aggregata Duorum Quadratorum, Leonhard Euler
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No abstract provided.
De Partitione Numerorum, Leonhard Euler
De Partitione Numerorum, Leonhard Euler
All Works by Eneström Number
No abstract provided.
Observationes Analyticae Variae De Combinationibus, Leonhard Euler
Observationes Analyticae Variae De Combinationibus, Leonhard Euler
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No abstract provided.
Solutio Problematis Difficillimi A Fermatio Propositi, Leonhard Euler
Solutio Problematis Difficillimi A Fermatio Propositi, Leonhard Euler
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No abstract provided.
Découverte D'Une Loi Tout Extraordinaire Des Nombres Par Rapport À La Somme De Leurs Diviseurs, Leonhard Euler
Découverte D'Une Loi Tout Extraordinaire Des Nombres Par Rapport À La Somme De Leurs Diviseurs, Leonhard Euler
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No abstract provided.
Theoremata Circa Divisores Numerorum In Hac Forma Paa&Pm;Qbb Contentorum, Leonhard Euler
Theoremata Circa Divisores Numerorum In Hac Forma Paa&Pm;Qbb Contentorum, Leonhard Euler
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No abstract provided.
Theoremata Circa Divisores Numerorum, Leonhard Euler
Theoremata Circa Divisores Numerorum, Leonhard Euler
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No abstract provided.
De Numeris Amicabilibus, Leonhard Euler
De Numeris Amicabilibus, Leonhard Euler
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No abstract provided.
Theorematum Quorundam Arithmeticorum Demonstrationes, Leonhard Euler
Theorematum Quorundam Arithmeticorum Demonstrationes, Leonhard Euler
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No abstract provided.
De Numeris Amicabilibus, Leonhard Euler
De Numeris Amicabilibus, Leonhard Euler
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No abstract provided.
Theorematum Quorundam Ad Numeros Primos Spectantium Demonstratio, Leonhard Euler
Theorematum Quorundam Ad Numeros Primos Spectantium Demonstratio, Leonhard Euler
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No abstract provided.
Solutio Problematis Arithmetici De Inveniendo Numero, Qui Per Datos Numeros Divisus Relinquat Data Residua, Leonhard Euler
Solutio Problematis Arithmetici De Inveniendo Numero, Qui Per Datos Numeros Divisus Relinquat Data Residua, Leonhard Euler
All Works by Eneström Number
Euler proves the Chinese Remainder Theorem by constructing an algorithm to find the smallest number which, divided by given numbers, leaves given remainders. He begins by solving the case in which two relatively prime divisors with corresponding remainders are given and proposes that by repeating his algorithm, he can solve similar problems with any number of constraints. Euler then discusses scenarios in which divisors are not relatively prime, and ends the paper with an application of his algorithm to a classic problem: dating events in Roman indictions.