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63
1. Adleman–Pomerance–Rumely primality test
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2. Ankeny–Artin–Chowla congruence
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3. Arithmetic variety
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4. Bauerian extension
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5. Bonse's inequality
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6. Brauer–Siegel theorem
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7. Brocard's conjecture
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8. Broken diagonal
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9. Brumer bound
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10. Circular prime
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11. Continued fraction factorization
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12. Cyclotomic unit
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13. Diamond operator
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14. Dudley triangle
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15. Eigencurve
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16. Elementary number
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17. Faltings' product theorem
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18. Fermat's Last Theorem (book)
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19. Fricke involution
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20. Gaussian rational
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21. Genus character
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22. Genus field
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23. Gras conjecture
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24. Gregory number
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25. Hexagonal tortoise problem
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26. Igusa variety
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27. Ihara's lemma
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28. Katz–Lang finiteness theorem
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29. Koecher–Maass series
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30. Legendre's conjecture
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31. Local trace formula
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32. Lévy's constant
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33. Magic star
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34. Maillet's determinant
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35. Manin obstruction
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36. Manin–Drinfeld theorem
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37. Mazur's control theorem
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38. Mestre bound
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39. Minimal prime (recreational mathematics)
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40. Miyawaki lift
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41. Modular unit
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42. Monogenic field
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43. Multimagic cube
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44. Normal order of an arithmetic function
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45. Octic reciprocity
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46. Overconvergent modular form
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47. Parshin chain
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48. Porter's constant
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49. Rational reciprocity law
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50. Raynaud's isogeny theorem
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51. Second Hardy–Littlewood conjecture
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52. Shimura's reciprocity law
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53. Shimura subgroup
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54. Siegel G-function
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55. Siegel–Weil formula
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56. Super-prime
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57. Szpiro's conjecture
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58. Torsion conjecture
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59. Totally imaginary number field
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60. Undulating number
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61. Unit function
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62. Waring's prime number conjecture
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63. Yamamoto's reciprocity law
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Ancestors
Number theory
Fields of mathematics
Mathematics
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