TetraQuark

A page on data science, physics and math…

Recent Posts

"Imagine, that you have an urn filled with 100 balls, some red and some green…". Find the web-page …

A detailed analysis of optics related to Fabry-Perot cavity. We derive the reflections/transmission coefficients and finesse. We also …

A dive into renewal processes. Find the web-page …

Gamma distribution appears as we add exponentially distributed random numbers. We show this using two different methods, including …

Exponential distribution is very special. Find the web-page …

Popular Topics

240V AI/ML Angular Momentum Arduino binomial books Born aproximation bound states Calculus of variations Canonical Transformation car cavity Circuits coil coils Combinatorics Commutation relations Complex Calculus complex integration Confidence intervals Conformal maps cross-section D3 decoherence degeneracy differential Differential equations Dirac DIY Electromagnetism Electronics Energy flow exponential factorial fermion Fermi's golden rule Feynman Fraunhofer Fresnel gamma Gauge Theory gradient Gravitational-waves Grief Grover Hack Hamiltonian harmonic oscillator Heisenberg home projects homeschooling How to Train Your Dragon hydrogen atom Integral Integral of the month integral_normal JFET joystick JPL Kane's computer L4C Lagrangian Laplace Laplace transforms laser Latex Legendre LIGO love LTspice magnetic fields Magnetism magnets math Medical Mobius NASA Neural Networks nrf24l01 OPAMP operator algebra optic painting partial derivative perturbation theory pgf phonon PIL poisson Poynting Probability PSI Python QFT Qiskit quantum Quantum Computation quantum computer qubit R Studio raid rain random Random Variables rants redundancy reliability Residue Calculus resonance RF transceiver RMD Sampling scalar scattering seismometer Selenium Shor SNR space spectral power density Spin sprinkler Statistics story Superconductivity SVG Symmetry Thermodynamics three.js Transformers transitions Transmission lines tunneling variational principle wave function weibull Wiener-Khinchin theorem Yukawa

Contact