I introduce the basic principles of quantum cryptography, and discuss today's status of its technology, with examples of optical schemes and components. No prior knowledge of quantum mechanics is required :).
This first lecture is about the basics of quantum cryptography. Lectures 2 and 3 cover quantum hacking:
Presentation slides of the entire lecture course can be downloaded at:
Power Point (95 MiB, with videos and animations) - http://www.vad1.com/lab/presentations/Makarov-20140801-IQC-short-course.pptx
PDF (14.8 MiB, static images only) - http://www.vad1.com/lab/presentations/Makarov-20140801-IQC-short-course.pdf
Vadim Makarov is a research assistant professor at the Institute for Quantum Computing, heading the Quantum hacking lab - http://www.vad1.com/lab/
This course was part of a lecture series hosted by CryptoWorks21 in August 2014 in Waterloo, Canada.
Find out more about IQC!
Website - https://uwaterloo.ca/institute-for-quantum-computing/
Facebook - https://www.facebook.com/QuantumIQC
Twitter - https://twitter.com/QuantumIQC
if Alice is not sharing the bit information with Bob but only the chosen basis for a particular number of photons, then how Bob concludes the retained bit sequence by itself? if you say that it is Universal for bit value 1 for horizontal and 0 for rest of the polarization then it is possible for Eve to masquerade like Alice!? Still, it is not clear that what information Alice share with bob after 1000 photon transmission in your example! -retained bit? again how Bob knows whether its retained bits are with the lowest 'error' rates?
It seems to me you're trying to make it too complex. Take two identical dictionaries give every defined word a number than use a system with say! with 10,000 or 10,000,000 single individual digit. Give every number or word its own individual digit after that your options are almost endless.
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