Generating two integers with conditions
Let ϕ=1103481364240094378710324387523817552607307673089944349316644000826050949 and N=1050467212358431669174928621845479661. I want to generate an integer e=Nα of 59 bits and an integer d=Nδ satisfying ed≡1modϕ and δ<2−√α. How to do this rapidly ?
Is α a real number? Is δ a real number? Is the situation relevant in real life? If yes, please give references. And moreover, what has this to do with sagemath? Why not https://puzzling.stackexchange.com ?
Yes alpha and delta are small real numbers