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Eric W. Weisstein [100%] (Biography) [American encyclopedists] American mathematician and encyclopedist ...

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Carotid–Kundalini function [100%] (Computing) [Special functions] ... paulbourke.net Weisstein Eric W. ...
Drinfeld–Sokolov–Wilson equation [86%] (Computing) [Integrable systems] ... Drinfeld–Sokolov–Wilson Equation Biography:Eric W. Weisstein Weisstein, Eric W. ...
Eric W. Weisstein [83%] (Biography) [American encyclopedists] ... Stephen Wolfram, and Eric Weisstein ... Eric Wolfgang Weisstein (born March 18, ... Footnotes Eric W. Weisstein Birth date ...
Seiffert's spiral [75%] (Computing) [Spirals] ... Eric W. Jacobi Elliptic Functions ... Weisstein Eric W. Seiffert's Spherical ... mathworld.wolfram.com en Weisstein Eric W. ...
Steiner's calculus problem [66%] (Computing) [Mathematical optimization] [Functions and mappings] ... http://mathworld.wolfram.com/SteinersProblem.html Steiner's Problem Eric W. Weisstein MathWorld December 8, 2010 ...
Knödel number [66%] (Computing) [Number theory] ... Examples Weisstein Eric W. Knödel Numbers ...
CRC Concise Encyclopedia of Mathematics [64%] (Computing) [Encyclopedias of mathematics] [Books about mathematics] ... Eric W. Weisstein.[1] The CRC Press ... Mathematics First edition Author Eric W. ... Short description: Book by Eric W. ...
Operation [55%] (Computing) [Elementary mathematics] ... Weisstein Eric W. Complementation ... Weisstein Eric W. Intersection ... subtraction) ... Weisstein Eric W. Union ...
Golden triangle [50%] (Computing) [Golden ratio] [Types of triangles] ... Triangle Weisstein Eric W. ...
MathWorld [47%] (Computing) [Encyclopedias of mathematics] [Wolfram Research] [Mathematics websites] ... External links History Eric W. Weisstein, ... and largely written by Eric W. ... Wolfram Research, Inc. Created by Eric W. ...
Ed Pegg Jr. [47%] (Biography) [Mathematics popularizers] [Recreational mathematicians] [Cellular automatists] ... Weisstein Eric W. Pegg -- from Wolfram ... assisting Eric W. Weisstein at Wolfram ...
Constant [46%] (Computing) [Constants] [Elementary mathematics] [Algebra] ... mathworld.wolfram.com en Weisstein Eric W. ... Weisstein Eric W. title=e ... www.merriam- ster.com en Weisstein Eric W. ...
Hart circle [44%] (Computing) [Polygons] [Triangle geometry] [Circles] ... https://www.worldcat.org/oclc/1017317. ↑ Weisstein, Eric ... Encyclopedia of Mathematics by Eric W. Weisstein ...
Cotton–Mouton effect [44%] (Physics) [Liquids] [Magneto-optic effects] ... Effect -- from Eric Weisstein's World of ... X and E O increases. Eric W. Weisstein ...
Continuum [41%] (Computing) [Infinity] [Set theory] ... of the real number line. Weisstein Eric W. Continuum ...
Smarandache–Wellin number [41%] (Computing) [Prime numbers] [Base-dependent integer sequences] ... 11927, discovered by Eric W. Weisstein in ...
Tee [41%] (Computing) [Logic symbols] ... ster.com/dictionary/tautology 2020-08-14 Weisstein Eric W. ...
257 [41%] (Computing) [Integers] ... s?id=Bfvbx85FkVQC&pg=PA39 . Weisstein Eric W. Sierpiński ...
Winston cone [41%] (Physics) [Nonimaging optics] [Optical devices] ... Eric W. Weisstein (1996). "Winston Cone". ...
264 [41%] (Computing) [Integers] ... https://mathworld.wolfram.com/ Composite Number Eric W. Weisstein mathworld.wolfram.com ...
Indeterminate [41%] (Computing) [Mathematical series] [Polynomials] [Abstract algebra] ... Formal Power Series Weisstein Eric W. ... Indeterminate Weisstein Eric W. ...
Enneagram [34%] (Computing) [Star polygons] [9 (number)] ... Patterns'', New York: W. H. Freeman & Co., ... Eric W. Weisstein mathworld.wolfram.com ...
Central line [33%] (Computing) [Triangle geometry] ... Resource 26 June 2012 Weisstein Eric W. ... 2012 Weisstein Eric W. Antiorthic Axis ... 23 April 2012 Weisstein Eric W. ...
Integration using Euler's formula [33%] (Computing) [Theorems in calculus] [Theorems in analysis] [Integral calculus] ... 2158/1183208 free Weisstein Eric W. Euler ...
Null [33%] (Computing) [0 (number)] [Mathematical terminology] ... http://mathworld.wolfram.com/NullVector.html Null Vector Weisstein Eric W. ...
239 [33%] (Computing) [Integers] ... April, 1995. Weisstein Eric W. 239 ...
Moessner's theorem [33%] (Computing) [Number theory] ... Weisstein Eric W. Moessner's ...
Lamé's theorem [33%] (Computing) [Number theoretic algorithms] [Information technology] [Algorithms] ... 0315-0860 free Weisstein Eric W. Lamé's ...
Nine-point conic [30%] (Computing) [Projective geometry] [Euclidean plane geometry] ... reading W. G. Fraser (1906) "On relations ... from Jstor. Eric W. Weisstein Nine-point ...
Eventually [29%] (Computing) [3-manifolds] [Mathematical terminology] [Number theory] ... http://mathworld.wolfram.com/Eventually.html Eventually Weisstein Eric W. mathworld.wolfram.com en 2019-11-20 ... Weisstein Eric W. mathworld.wolfram.com en ...
Khinchin's constant [29%] (Computing) [Mathematical constants] [Continued fractions] ... Constant Continued Fraction Weisstein Eric W. mathworld.wolfram.com en ... Weisstein Eric W. mathworld.wolfram.com ...
Map [29%] (Computing) [Basic concepts in set theory] [Functions and mappings] ... http://mathworld.wolfram.com/Map.html Map Weisstein Eric W. ...
Vertex enumeration problem [29%] (Computing) [Computational geometry] [Mathematical problems] [Enumerative combinatorics] ... algorithm for oriented matroids. Notes ↑ Eric W. Weisstein CRC Concise Encyclopedia of ...
Milü [29%] (Computing) [Rational numbers] [Approximations] [History of mathematics] ... Continued Fraction Weisstein Eric W. ...
36 [28%] (Computing) [Integers] ... Eric W. 36 Officer Problem ... Weisstein Eric W. Domino Tiling ... Weisstein Eric W. Archimedean Solid ...
Evaporating gaseous globule [27%] (Astronomy) [Molecular clouds] [Cosmic dust] [Nebulae] ... http://www.space.com/3533-sun-baby-twin-spotted.html. ↑ 2.0 2.1 2.2 Eric W. Weisstein (1996–2007). "Evaporating Gas Globule". Eric Weisstein's World of ...
Bernard Mills [27%] (Biography) [Radio astronomers] ... 1.1 1.2 Frater, R. H.; Goss, W. M.; Wendt, H. W. (2013). "Bernard Yarnton Mills ... links Eric Weisstein Encyclopædia ...
Element [26%] (Computing) [Basic concepts in set theory] ... mathworld.wolfram.com en Eric Schechter Hand ... Weisstein Eric W. Element ...
Catalan's triangle [25%] (Computing) [Triangles of numbers] ... L. W. A Catalan Triangle Discrete ... Catalan's Triangle Eric W. Weisstein MathWorld − ...
Inequality [25%] (Computing) [Mathematical terminology] [Elementary algebra] [Inequalities] ... Ordered Set Weisstein Eric W. ... Weisstein Eric W. mathworld.wolfram.com ... Less Weisstein Eric W. ...
Rose [25%] (Computing) [Plane curves] ... https://mathworld.wolfram.com/Rose.html Eric W. Weisstein ... Eric W. Weisstein Wolfram ... https://mathworld.wolfram.com/Rose.html Eric W. Weisstein Wolfram ...
Binet–Cauchy identity [25%] (Computing) [Articles containing proofs] [Multilinear algebra] [Mathematical identities] ... mathematics Eric W. Weisstein 228 https:// ...
Undefined [25%] (Computing) [Calculus] [Mathematical terminology] ... http://mathworld.wolfram.com/Undefined.html Undefined Weisstein Eric W. ...
Lemoine's problem [25%] (Computing) [Triangle geometry] ... than the others. Weisstein Eric W. ...
Catalan's conjecture [25%] (Computing) [Theorems in number theory] [Diophantine equations] [Conjectures that have been proved] ... 0). Citation Weisstein Eric W. ...
240 [25%] (Computing) [Integers] ... Sequences OEIS Foundation Weisstein Eric W. ...
Central force [25%] (Physics) [Classical mechanics] [Force] ... Books. ISBN 1-891389-22-X. ↑ Eric W. Weisstein (1996–2007). "Central Force". ...
Lam's problem [23%] (Computing) [Finite geometry] ... Clement W. H. Lam considered studying the ... W. H. Lam who experimentally determined ... Weisstein Eric W. CRC Press ...
Wolfram Research [23%] (Company) [Companies] [Companies (Software)] [Software companies of the United States] ... Scientist Online – Eric Weisstein's ... Kind of Science Ed Pegg, Jr. Eric W. Weisstein References ↑ "Follow the money: See ...
Closure [23%] (Computing) [Abstract algebra] [Closure operators] [Set theory] ... mathworld.wolfram.com en Weisstein Eric W. ... lower bound". Notes Weisstein Eric W. ...
Equality [23%] (Computing) [Equivalence (mathematics)] [Elementary arithmetic] [Binary relations] ... Weisstein Eric W. Equal ... Set theory axiom: Weisstein Eric W. ...
List of mathematical constants [23%] (Computing) [Continued fractions] [Mathematical tables] [Mathematics-related lists] ... Too many hits. Results are not shown. ...
Langton's ant [22%] (Computing) [Turing machine] [Cellular automaton rules] [Artificial life] ... by Biography:Eric W. Weisstein Eric W. Weisstein ...
Heart symbol [21%] (Computing) [Pictograms] [Heraldic charges] ... Biography:Eric W. Weisstein Eric W. Weisstein ... Biography:Eric W. Weisstein Weisstein, Eric W. ...
Heart [21%] (Computing) [Pictograms] [Heraldic charges] ... publisher= Biography:Eric W. Weisstein ... Eric W. Weisstein , ...
Experimental mathematics [21%] (Computing) ... Patashnik Simon Plouffe Eric Weisstein Stephen ... and Eric W. Weisstein Institute for ...
Integer relation algorithm [21%] (Computing) [Number theoretic algorithms] ... ↑ Weisstein, Eric W.. "Integer ... Vishaal Kapoor, and Eric W. Weisstein v t e ...
Argument [20%] (Computing) [Signal processing] [Complex analysis] [Trigonometry] ... \mathbb{Z} Weisstein Eric W. Complex ...
Characterization [20%] (Computing) [Equivalence (mathematics)] [Mathematical terminology] ... Weisstein Eric W. mathworld.wolfram.com ...
Distance [20%] (Computing) [Metric geometry] [Graph theory] ... Weisstein Eric W. MathWorld--A Wolfram Web ...
Fox–Wright function [20%] (Computing) [Series expansions] [Hypergeometric functions] [Factorial and binomial topics] ... Weisstein Eric W. Wright Function From ...
Median [20%] (Computing) [Articles containing proofs] ... ). Weisstein Eric W. CRC Concise ...
Sum of angles of a triangle [20%] (Computing) [Triangle geometry] [Geometry] ... quadrilateral References ↑ 1.0 1.1 Eric W. Weisstein (2003). CRC concise ...
Image [20%] (Computing) [Isomorphism theorems] [Basic concepts in set theory] ... Weisstein Eric W. Image ...
Droz-Farny line theorem [20%] (Computing) [Conic sections] [Euclidean geometry] ... van Lamoen and Eric W. Weisstein (), ...
Stokes' paradox [20%] (Computing) [Equations of fluid dynamics] [Fluid dynamics] ... 602 Sixth Weisstein Eric W. CRC Concise ...
34 [20%] (Computing) [Integers] ... Foundation 2016-05-31 Weisstein Eric W. ...
Simon de la Loubère [20%] (Biography) [Magic squares] ... Resistance 1879 E.W. Allen 466 Weisstein Eric W. ...
Pathological [20%] (Computing) [Mathematical terminology] ... Sphere Weisstein Eric W. ... Pathological Weisstein Eric W. ...
Hard hexagon model [18%] (Computing) [Algebraic numbers] [Modular forms] [Lattice models] ... particular, the value of κ(1), which Eric ... Ellis Horwood Weisstein, Eric W. (in ...
Algebra [18%] (Computing) [Algebra] ... Too many hits. Results are not shown. ...
Product [18%] (Computing) [Multiplication] ... and W. Let be a basis of U, be a basis ... Eric W. Product ...
20 [18%] (Computing) [Integers] ... Weisstein Eric W. Icosahedron ... Weisstein Eric W. Vigesimal ...
Triacontadigon [17%] (Computing) [Constructible polygons] ... Benjamin Franklin Finkel ↑ Weisstein, Eric W.. ... Eric W. Weisstein icosidodecagon v t e ...
Plus–minus sign [17%] (Computing) [Mathematical symbols] [Elementary arithmetic] ... W. M. Melton L. J. 1999-03-08 ... (Radical 51). ± unichar Weisstein Eric W. ...
Alfréd Rényi [17%] (Biography) [Probability theorists] [Number theorists] ... Rényi's Parking Constants Eric W. Weisstein MathWorld 2017-01-21 ...
Émile Lemoine [16%] (Biography) [Geometers] ... Biography:Eric W. Weisstein Eric W. Weisstein ''CRC Concise Encyclopedia of ...
*-algebra [16%] (Computing) [Ring theory] [Algebras] ... C-Star Algebra Wolfram MathWorld 2015 Eric W. Weisstein ...
Degeneracy [16%] (Computing) [Mathematical concepts] ... Degenerate Weisstein Eric W. ...
Singularity [16%] (Computing) [Mathematical analysis] ... s?id=wzNBBAAAQBAJ&pg=PA151 Weisstein Eric W. Singularity ...
Square [16%] (Computing) [Unary operations] [Squares in number theory] [Exponentials] ... Absolute Square Eric W. Weisstein ...
Triviality [16%] (Computing) [Mathematical terminology] ... http://mathworld.wolfram.com/Trivial.html Trivial Weisstein Eric W. mathworld.wolfram.com en 2019-12-14 ...
Cuban prime [16%] (Computing) [Classes of prime numbers] ... retrieved July 31, 2023 Phil Carmody, Eric W. Weisstein and Ed Pegg, Jr.. "Cuban ...
Representation [16%] (Computing) [Mathematical relations] ... Weisstein Eric W. mathworld.wolfram.com en ...
2,147,483,647 [16%] (Computing) [Integers] ... Weisstein Eric W. ...
Degree [16%] (Computing) [Customary units of measurement in the United States] [Mathematical constants] [Imperial units] ... 2014-09-03 Weisstein Eric W. Degree ...
Prime [16%] (Computing) [Mathematical symbols] ... Weisstein Eric W. Prime ...
37 [16%] (Computing) [Integers] ... Providence, R.I Weisstein Eric W. Waring's ...
Brahmagupta polynomials [16%] (Computing) [Matrices] [Algebra] [Homogeneous polynomials] ... November 2023. ↑ Eric W. Weisstein (1999). CRC ...
Orders of magnitude [15%] (Computing) [Orders of magnitude] ... Cross Section Eric W. Weisstein Eric ...
Unit hyperbola [15%] (Computing) [Linear algebraic groups] [Analytic geometry] [1 (number)] ... Elements of Dynamic (1878) by W. K. ... length. References ↑ Eric Weisstein ...
Limit [14%] (Computing) [General topology] [Differential calculus] [Asymptotic analysis] ... Weisstein Eric W. Epsilon-Delta Definition ... 978-1441928399 Weisstein Eric W. Limit ...
23 [14%] (Computing) [Integers] ... Eric W. Birthday Problem ... Cyclotomic Integer Weisstein Eric W. ...
22 [14%] (Computing) [Integers] ... 140 0-521-39490-2 Weisstein Eric W. ... Weisstein Eric W. Semiprime ...
Kernel [14%] (Computing) [Numerical linear algebra] [Matrices] [Functional analysis] ... Weisstein Eric W. mathworld.wolfram.com ...
Lagrange's identity [14%] (Computing) [Articles containing proofs] [Multilinear algebra] [Mathematical identities] ... encyclopedia of mathematics Eric W. Weisstein 2003 ...
Q.E.D. [14%] (Computing) [Mathematical terminology] [Mathematical proofs] [Latin philosophical phrases] ... Weisstein Eric W. mathworld.wolfram.com en ...
Rogers–Ramanujan identities [14%] (Computing) [Modular forms] [Q-analogs] [Mathematical identities] ... https://dlmf.nist.gov/20.5 2022-04-02 Eric W. Weisstein en Dedekind Eta Function ...
Carl Johan Malmsten [14%] (Biography) ... San Antonio, TX. Jan. 2006. ↑ Eric W. Weisstein Vardi's Integral. From ...
Trace [14%] (Computing) [Matrix theory] [Linear algebra] ... encyclopedia Trace (matrix) Weisstein Eric W. Eric W Weisstein CRC Concise ...
Five circles theorem [60%] (Computing) [Theorems in plane geometry] [Circles] ... /penguindictionar0000well/page/79. External links Weisstein, Eric W.. "Miquel Five Circles Theorem". http ... . Weisstein, Eric W.. "Miquel Pentagram Theorem". http ...
Chebyshev integral [56%] (Computing) [Gamma and related functions] ... ] is an incomplete beta function. References Weisstein, Eric W.. "Chebyshev Integral". http ...
Aitken interpolation [56%] (Computing) [Interpolation] [Polynomials] ... . References External links Weisstein, Eric W.. "Aitken ...
Thomson cubic [56%] (Computing) [Triangle geometry] ... Weisstein, Eric W.. "Thomson cubic". http ...
Alexander matrix [56%] (Computing) [Knot theory] ... September 2013. External links Weisstein, Eric W ...
Pentagrammic bipyramid [56%] (Computing) [Pyramids and bipyramids] ... /PentagrammicDipyramid.html. Weisstein, Eric W.. "Pentagrammic ... /Dipyramid.html. Weisstein, Eric W.. "Pentagrammic dipyramid ... } trapezohedron References External links Weisstein, Eric W ...
Multimagic cube [56%] (Computing) [Magic squares] ... . ↑ Weisstein, Eric W.. "Bimagic Cube". http://mathworld.wolfram.com/BimagicCube.html. ↑ Weisstein, Eric W ... ] References ↑ Weisstein, Eric W.. "Multimagic cube". http ...
Primitive element [51%] (Computing) [Field theory] ... York: W. H. Freeman and Co.. ISBN 978-0-7167-1480-4 ... . ISBN 0-521-39231-4. External links Weisstein, Eric W.. "Primitive Polynomial". http ...
Theta operator [50%] (Computing) [Differential operators] ... over commutative algebras References ↑ Weisstein, Eric W.. "Theta Operator". http://mathworld.wolfram.com/ThetaOperator.html. ↑ Weisstein, Eric W ...
Coincident [49%] (Computing) [Euclidean geometry] ... =F3anBQAAQBAJ&pg=PA1042. ↑ Weisstein, Eric W.. "Coincident ...
Hall-Littlewood polynomial [49%] (Computing) [Combinatorics] [Polynomials] ... . External links Weisstein, Eric W.. "Hall ...
Singular matrix [49%] (Computing) [Mathematics] [Matrix theory] ... ↑ 1.0 1.1 Weisstein, Eric W.. "Singular Matrix ...
Beraha constants [45%] (Computing) [Mathematical constants] ... . References Weisstein, Eric W.. "Beraha Constants". http ... /SilverConstant.html. ↑ Weisstein, Eric W.. "Silver Root ... Chromatic polynomial Notes ↑ Weisstein, Eric W.. "Silver ...
Superhelix [44%] (Biology) [Molecular topology] [Molecular biology] ... /CalugareanuTheorem.html. Weisstein, Eric W.. "Writhe". http://mathworld.wolfram.com/Writhe.html. Weisstein, Eric W ... . External links Weisstein, Eric W.. "Călugăreanu ...
Great rhombihexahedron [42%] (Computing) [Uniform polyhedra] ... , Eric W.. "Great rhombihexacron". http ... , Eric W.. "Great Rhombihexahedron". http ... and duals External links Weisstein, Eric W.. "Great ...
Euler measure [42%] (Computing) [Measure theory] [Measures (measure theory)] ... theory Notes ↑ Weisstein, Eric W.. "Euler Measure ...
Spherical code [42%] (Computing) [Coding theory] ... and N. External links Weisstein, Eric W.. "Spherical ...
Horn angle [42%] (Computing) [Angle] ... . pp. 39–42. External links Weisstein, Eric W ...
Barbell graph [42%] (Computing) [Parametric families of graphs] ... Tadpole graph References ↑ Weisstein, Eric W ...
Genus-three surface [42%] (Computing) [Surfaces] [Geometric topology] ... External links Weisstein, Eric W.. "Triple Torus ...
Decagonal prism [42%] (Computing) [Zonohedra] [Prismatoid polyhedra] ... ] Related polyhedra External links Weisstein, Eric W ...
Pentagrammic prism [42%] (Computing) [Pyramids and bipyramids] [Prismatoid polyhedra] ... /PentagrammicDipyramid.html. Weisstein, Eric W ... /PentagrammicPrism.html. Weisstein, Eric W.. "Pentagrammic ... .html. External links Weisstein, Eric W ...
Mobile automaton [42%] (Computing) [Cellular automata] ... machines. References Weisstein, Eric W.. "Mobile ...
Hoffman graph [40%] (Computing) [Regular graphs] [Individual graphs] ... Dam, E. R. and Haemers, W. H. "Spectral ... /HamiltonianGraph.html. ↑ Weisstein, Eric W ... of the Hoffman graph is 4. References ↑ Weisstein, Eric W ...
Berezin transform [40%] (Computing) [Operator theory] [Complex analysis] ... |^2)^2}{| 1 - z \bar{w} |^4} f(w) \, \mathrm{d}A (w), }[/math] where w denotes the complex conjugate ... . ISBN 0-387-98791-6. External links Weisstein, Eric W ...
Poussin proof [39%] (Computing) [Number theory] ... Weisstein, Eric W.. "Divisor Function". http://mathworld.wolfram.com/DivisorFunction.html. Weisstein, Eric W.. "Euler-Mascheroni Constant". http ...
Spherical segment [39%] (Computing) [Spherical geometry] ... /in.ernet.dli.2015.205959. External links Weisstein, Eric W.. "Spherical segment". http://mathworld.wolfram.com/SphericalSegment.html. Weisstein, Eric W ...
Szekeres snark [39%] (Computing) [Regular graphs] [Individual graphs] ... :10.1017/S0004972700042660. ↑ Weisstein, Eric W ... ↑ Weisstein, Eric W.. "Szekeres Snark". http ...
Double-star snark [39%] (Computing) [Regular graphs] [Individual graphs] ... , Eric W.. "Hypohamiltonian Graph". http ... of the double-star snark is 4. References ↑ Weisstein, Eric W.. "Double Star Snark". http ...
Centered tree [39%] (Computing) [Trees (graph theory)] ... /BicenteredTree.html. Weisstein, Eric W.. "Centered Tree ... Professional. External links Weisstein, Eric W ...
Stellated truncated hexahedron [39%] (Computing) [Uniform polyhedra] ... .html. External links Weisstein, Eric W.. "Stellated ... ↑ Weisstein, Eric W.. "Uniform Polyhedron". http ...
Magic hexagram [39%] (Computing) [Star symbols] [Magic squares] ... Magic square Magic hexagon References ↑ Weisstein, Eric W.. "Magic Hexagram". http ... . External links Weisstein, Eric W.. "Magic Hexagram ...
Mean line segment length [38%] (Computing) [Geometry] ... ; Weisstein, Eric W. (2006). "Ten Problems ... /TriangleLinePicking.html. ↑ 3.0 3.1 Weisstein, Eric W ... /S0004972709000707. ↑ Weisstein, Eric W ...
Brahmagupta matrix [38%] (Computing) [Matrices] ... 2011. External links Eric Weisstein. Brahmagupta Matrix, MathWorld, 1999. Weisstein, Eric W. (2003 ...
Central triangle [37%] (Computing) [Triangle geometry] ... /CevianTriangle.html. ↑ Weisstein, Eric W ... Themes. 129 129. ↑ Weisstein, Eric W. "Cevian ... ] References ↑ 1.0 1.1 1.2 Weisstein, Eric W ...
Elementary cellular automaton [37%] (Computing) [Cellular automata] ... /ElementaryCellularAutomaton.html. Weisstein, Eric W.. "Rule 30". http://mathworld.wolfram.com/Rule30.html. Weisstein, Eric W ... Weisstein, Eric W.. "Elementary Cellular Automaton". http ...
Nu function [36%] (Computing) [Gamma and related functions] ... , A; Magnus, W; Tricomi, FG; Oberhettinger, F ... 978-0-12-384933-5. External links Weisstein, Eric W ...
Rank [36%] (Computing) [Graph invariants] [Graph connectivity] [Algebraic graph theory] ... . 10.1016/0024-3795(93)00173-W Linear Algebra and Its ... ://mathworld.wolfram.com/GraphRank.html citation Grossman Jerrold W ... independent. Weisstein, Eric W. "Graph Rank." From ...
Small dodecicosidodecahedron [36%] (Computing) [Uniform polyhedra] ... /SmallDodecicosidodecahedron.html. Weisstein, Eric W ... /UniformPolyhedron.html. Weisstein, Eric W.. "Small ... External links Weisstein, Eric W.. "Uniform ...
Wolfram axiom [36%] (Computing) [Propositional calculus] [Logic gates] [History of logic] ... Weisstein, Eric W.. "Boolean algebra". http://mathworld.wolfram.com/BooleanAlgebra.html. Weisstein, Eric W ... ". Weisstein, Eric W.. "Wolfram Axiom". http ...
Johnson circles [35%] (Computing) [Circles] [Triangle geometry] ... /JohnsonCircles.html. F. M. Jackson and Weisstein, Eric W ... /JohnsonsTheorem.html. F. M. Jackson and Weisstein, Eric W ... . External links Weisstein, Eric W.. "Johnson ...
Lommel function [35%] (Computing) [Special functions] ... , Frank W. J.; Lozier, Daniel M.; Boisvert, Ronald F. et ... Resource. Weisstein, Eric W. "Lommel Function." From ... /l060800 External links Weisstein, Eric W. "Lommel ...
Trilinear polarity [35%] (Computing) [Triangle geometry] ... . ↑ Weisstein, Eric W.. "Perspector". MathWorld ... . ↑ Weisstein, Eric W.. "Trilinear Pole". MathWorld ... . ↑ Weisstein, Eric W.. "Trilinear Polar". MathWorld ...
Icosian game [35%] (Computing) [Hamiltonian paths and cycles] [Graph theory] ... . External links Weisstein, Eric W.. "Icosian game". http ...
Snake eyes [35%] (Computing) [Gambling terminology] ... links Weisstein, Eric W.. "Snake Eyes". http ...
Starlike tree [35%] (Computing) [Spectral theory] [Trees (graph theory)] ... links Weisstein, Eric W.. "Spider Graph". http ...
Bicone [35%] (Computing) [Surfaces] [Elementary geometry] ... External links Weisstein, Eric W.. "Bicone". http ...
GEOS circle [35%] (Computing) [Circles] [Triangle geometry] ... of triangle centers. References Weisstein, Eric W ...
Boxcar function [35%] (Computing) [Special functions] ... filter References ↑ Weisstein, Eric W.. "Boxcar ...
Integer sequence prime [35%] (Computing) [Integer sequences] [Classes of prime numbers] ... . Weisstein, Eric W.. "Pi-Prime". http ... /IntegerSequencePrimes.html. Weisstein, Eric W.. "Constant Primes". http ... . References Weisstein, Eric W.. "Integer Sequence Primes ...
Sievert integral [35%] (Computing) [Special functions] ... . External links Weisstein, Eric W.. "Sievert Integral ...
Favard constant [35%] (Computing) [Mathematical constants] ... of periodic perfect splines. References Weisstein, Eric W.. "Favard Constants". http ...
Decagonal bipyramid [35%] (Computing) [Pyramids and bipyramids] [Polyhedra] ... symmetry. See also External links Weisstein, Eric W.. "Dipyramid". http://mathworld.wolfram.com ...
Heptagonal bipyramid [35%] (Computing) [Pyramids and bipyramids] [Polyhedra] ... =IDDxpYQTR7kC&pg=PA21 . External links Weisstein, Eric W.. "Dipyramid". http://mathworld.wolfram.com ...
Small rhombihexahedron [35%] (Computing) [Polyhedra] ... ) of three octagonal prisms. External links Eric W. Weisstein, Small rhombihexahedron (Uniform polyhedron ...
Octagonal bipyramid [35%] (Computing) [Pyramids and bipyramids] [Polyhedra] ... : Related polyhedra External links Weisstein, Eric W ...
Platonic graph [35%] (Computing) [Planar graphs] [Regular graphs] [Graph families] ... pp. 261, 266. External links Weisstein, Eric W ...
Livingstone graph [35%] (Computing) [Regular graphs] [Individual graphs] ... ↑ distanceregular.org page on Livingstone Graph ↑ Weisstein, Eric W.. "Livingstone Graph". http ...
Hendecagonal prism [35%] (Computing) [Prismatoid polyhedra] ... . Related polyhedra External links Weisstein, Eric W.. "Prism". http://mathworld.wolfram.com ...
Of the form [35%] (Computing) [Mathematical proofs] ... Weisstein, Eric W.. "Of the Form". http ...
Octagonal prism [35%] (Computing) [Prismatoid polyhedra] [Zonohedra] ... External links Weisstein, Eric W.. "Octagonal prism ...
Krackhardt kite graph [35%] (Computing) [Individual graphs] ... 2015. ↑ Weisstein, Eric W.. "Krackhardt Kite". http ...
Genus-two surface [35%] (Computing) [Topology] ... , Harbrace, 1967. External links Weisstein, Eric W ...
Icositetrahedron [35%] (Computing) [Polyhedra] ... -polyhedra/greek-prefixes.html. Weisstein, Eric W ...
Futile game [35%] (Computing) [Combinatorial game theory] ... . ↑ Weisstein, Eric W. (2002). CRC Concise Encyclopedia ...
Small dodecicosahedron [35%] (Computing) [Uniform polyhedra] ... .html. External links Weisstein, Eric W.. "Small ...
Pentagrammic crossed-antiprism [35%] (Computing) [Prismatoid polyhedra] ... External links Weisstein, Eric W.. "Pentagrammic crossed ...
Kittell graph [35%] (Computing) [Planar graphs] [Individual graphs] ... and Soifer graph. References ↑ Weisstein, Eric W ...
Triangle graph [35%] (Computing) [Regular graphs] [Individual graphs] ... -free graph References ↑ Weisstein, Eric W ...
Conway circle [35%] (Computing) [Theorems in plane geometry] ... . ↑ Weisstein, Eric W.. "Conway Circle". http ...
List of solids derived from the sphere [35%] (Computing) [Mathematics-related lists] [Geometric shapes] ... tetrahedron Spherical lens[1] Notes ↑ Weisstein, Eric W ...
Brocard triangle [35%] (Computing) [Triangles] ... :10.2307/3028804 . ↑ Weisstein, Eric W.. "First Brocard ...
Foster cage [35%] (Computing) [Regular graphs] [Individual graphs] ... ] References ↑ Weisstein, Eric W.. "Foster Cage". http ...
Dodecagonal prism [35%] (Computing) [Zonohedra] [Prismatoid polyhedra] ... links Weisstein, Eric W.. "Prism". http ...
Alexander Salomonovich [35%] (Biography) [Radio astronomers] ... Sullivan, W. III (Ed.). The Early Years of Radio ... , 1984. External links Weisstein, Eric Wolfgang, ed ...
Reflection formula [34%] (Computing) [Calculus] ... /ReflectionRelation.html. Weisstein, Eric W.. "Polygamma ... ). }[/math] References Weisstein, Eric W ...
Wiedersehen pair [34%] (Computing) [Manifolds] [Equations] [Riemannian geometry] ... –329. ISBN 0-521-61954-8. External links Weisstein, Eric W.. "Wiedersehen pair". http://mathworld.wolfram.com/WiedersehenPair.html. Weisstein, Eric W ...
Y-intercept [34%] (Computing) [Functions and mappings] [Elementary mathematics] ... /intrcept.htm. ↑ Weisstein, Eric W.. "Root". MathWorld ... intercept References ↑ Weisstein, Eric W.. "y ...
Great cubicuboctahedron [34%] (Computing) [Polyhedra] ... /GreatCubicuboctahedron.html. Weisstein, Eric W.. "Great ... External links Weisstein, Eric W.. "Great ...
Fibonorial [34%] (Computing) [Fibonacci numbers] ... /FibonacciFactorialConstant.html. Weisstein, Eric W ... ↑ W., Weisstein, Eric. "Fibonacci Factorial Constant ...

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