danielhutama Goto Github PK
Name: Daniel Hutama
Type: User
Company: uOttawa
Bio: pip install PhD
Location: Ottawa
Daniel Hutama's Projects
arithmeticqc
Dan's quantum computing library of arithmetic functions. Maybe I'll work my way up to Shor's.
bandwidthconverter
Converts between wavelength and frequency bandwidth with index of refraction considerations.
corporate-governance-and-income-inequality
A short paper on the effect of corporate governance on income inequality
gaussian-primes
SageMath code for plotting Gaussian Primes
miscpythonfunctions
A collection of pure python functions for various mathematical operations
pythongaussianelimination
Pure Python code for performing Gaussian elimination on a matrix to check for singularity. If the matrix is non-singular, the code returns the matrix inverse.
riemann-explicit-formula-for-primes
Riemann's R(x) formula for primes using the nontrivial zeros of the zeta function. Assumes the Riemann Hypothesis. The code allows the user to determine the cutoff term of each infinite sum, depending on desired precision.
shors-algorithm-exposition
An exposition on the specific quantum circuits required for implementing Shor's quantum factoring algorithm. Work done at the University of Ottawa Department of Mathematics and Statistics in 2018.
silicon-photonics---optical-ring-resonators
Contains files for a report on filters/switches in silicon photonics using optical ring resonators
silicon-photonics---quantum-cryptographic-tasks
Contains files for a report on silicon photonics as a platform for performing quantum cryptographic tasks, such as Shor's algorithm and BB84 QKD
silicon-photonics---subwavelength-grating-biosensors
Contains files for a report on subwavelength grating biosensor devices in silicon photonics.
silicon-photonics---subwavelength-grating-waveguide-crossings
Contains files for a report on an experiment to compute the insertion loss for subwavelength grating waveguide crossings in an SOI chip.
spatial-fourier-transforms-for-image-filtering
Python code to perform 2D spatial Fourier transforms on grayscale images. Can obtain power and phase spectrums and perform filtering actions in the spatial frequency Fourier domain.
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