A quantum-inspired classical algorithm for recommendation systems
By Tang, Ewin
Interesting that the quantum algorithm inspired an equally performant classical one.
See also Tang's paper published in PRL: arXiv:1811.00414 (cs)
By Tang, Ewin
Interesting that the quantum algorithm inspired an equally performant classical one.
See also Tang's paper published in PRL: arXiv:1811.00414 (cs)
A paper showing that there are problems quantum computers solve that aren't even solvable by a generalization of NP in classical computers.
A hawk learning that an audio pedestrian walk signal at a traffic light leads to backed up cars it can use as cover to approach prey.
The published paper is here: https://doi.org/10.3389/fetho.2025.1539103
Paper about 3D printers applied to microscopy. Some interesting projects and observations about 3D printing.
A guide to writing property-based tests. The author, John Hughes, co-wrote QuickCheck in Haskell, the first package for property-based testing.
Published conference paper: http://dx.doi.org/10.1007/978-3-030-47147-7_4
Some quotes:
"Avoid replicating your code in your tests," because it's lot of work and likely to contain the same errors as your code.
"Test your tests," because if your generator and shrinker produce invalid values, everything else will fail too.
Validity testing consists of defining a function to check the invariants of your datatypes, writing properties to test that your generators and shrinkers only produce valid results, and writing a property for each function under test that performs a single random call, and checks that the return value is valid.
A postcondition tests a single function, calling it with random arguments, and checking an expected relationship between its arguments and its result.
A metamorphic property tests a single function by making (usually) two related calls, and checking the expected relationship between the two results.
Inductive properties relate a call of the function-under-test to calls with smaller arguments. A set of inductive properties covering all possible cases together test the base case(s) and induction step(s) of an inductive proof-of-correctness. If all the properties hold, then we know the function is correct–inductive properties together make up a complete test.
A model-based property tests a single function by making a single call, and comparing its result to the result of a related “abstract operation” applied to related abstract arguments. An abstraction functions maps the real, concrete arguments and results to abstract values, which we also call the “model”.
Using the time of flight of relativistic cosmic ray muons to estimate relative position.
There is also a 2024 paper on a more practical, wireless system and another on time synchronization from 2022.
Here is the author, Hiroyuki K.M. Tanaka's inspirehep page.