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theorem

primeCounting_three

proved
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module
IndisputableMonolith.NumberTheory.Primes.ArithmeticFunctions
domain
NumberTheory
line
366 · github
papers citing
none yet

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IndisputableMonolith.NumberTheory.Primes.ArithmeticFunctions on GitHub at line 366.

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formal source

 363  native_decide
 364
 365/-- π(3) = 2. -/
 366theorem primeCounting_three : primeCounting 3 = 2 := by
 367  native_decide
 368
 369/-- π(5) = 3. -/
 370theorem primeCounting_five : primeCounting 5 = 3 := by
 371  native_decide
 372
 373/-- π(10) = 4. -/
 374theorem primeCounting_ten : primeCounting 10 = 4 := by
 375  native_decide
 376
 377/-- π(7) = 4. -/
 378theorem primeCounting_seven : primeCounting 7 = 4 := by
 379  native_decide
 380
 381/-- π(11) = 5. -/
 382theorem primeCounting_eleven : primeCounting 11 = 5 := by
 383  native_decide
 384
 385/-- π(13) = 6. -/
 386theorem primeCounting_thirteen : primeCounting 13 = 6 := by
 387  native_decide
 388
 389/-- π(17) = 7. -/
 390theorem primeCounting_seventeen : primeCounting 17 = 7 := by
 391  native_decide
 392
 393/-- π(20) = 8. -/
 394theorem primeCounting_twenty : primeCounting 20 = 8 := by
 395  native_decide
 396