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How to pronounce “illumination problem”
Hear “illumination problem” in real YouTube speech, then study definitions and example sentence snippets.
Pronunciation guide for illumination problem
- Learning goal
- Practice the English pronunciation of illumination problem with real speech in context.
- Available examples
- 8 YouTube examples
- Real speech example
- David Stork
about the illumination in this painting,
- Definition summary
- (mathematics) A mathematical problem, asking whether a room with mirrored walls can always be illuminated by a single-point light source, allowing for repeated reflection of light off the mirrored walls. It was solved in 1958: there are such rooms that cannot be thus illuminated.
Example 1 of 8
How to pronounce illumination problem
David Stork
about the illumination in this painting,
Example Sentences
A Deep Dive Into “illumination problem”
Meaning
- [Noun]
- (mathematics) A mathematical problem, asking whether a room with mirrored walls can always be illuminated by a single-point light source, allowing for repeated reflection of light off the mirrored walls. It was solved in 1958: there are such rooms that cannot be thus illuminated.
Practice Nearby Words
constant problem, alhazen's problem, infinite hotel paradox, open problem, corner solution, eigenproblem, basel problem, landau's problems, porism, moonshine, frame problem, word problem, umbral moonshine, ross-littlewood paradox, art gallery problem, identity, umbral calculus, optimization problem, kelvin problem, integrality, newcomb's problem, wick rotation, implicit function, initial-value problem, blissard's symbolic method, rotoreflection, crossed ladders problem, moving sofa problem, syz conjecture, heesch's problem, resolvent, picard-lindelöf theorem, sofa constant, curse of dimensionality, presolving, mirror symmetry, method of indivisibles, bertrand's paradox, wheat and chessboard problem, toy problem, table-maker's dilemma, abel's impossibility theorem, implicitization, mathematical induction, integrability, cannonball problem, monsky's theorem, bimagic square, brocard's problem, prouhet-tarry-escott problem, immersion, smale's paradox, holomorphicity, imaginarity, hermiticity, unidenticality, verification, magic square, multidimensions, wallcrossing, antimorphism, initial value problem, autometry, isometric space, nilsoliton, simultaneous equations, isometry, deconvolution, multicover, lucas-penrose argument, induction, birthday problem, galileo's paradox, autoduality, entscheidungsproblem, schinzel's hypothesis h, bongard problem, miquel's theorem, biholomorphism, isoclinism, integral equation, magic constant, interreducibility, pigeonhole principle, constraint, problem space, system of equations, hermitization, equilaterality, inversibility, margulis lemma, penrose-lucas argument, invertibility, similarity, hillclimbing, difference equation, zero-one law, liouville's formula, superreflexivity, inequation
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