User:Ulf Rehmann/figures
This is a list of (presumably all) figures within EoM (348 pages with 731 figures, as of Apr 22, 2012):
Acnode : a130100a: Done
Adaptive stabilization : a110340a
Analysis of programs : a110580a
Angle : a012500a | a012500b | a012500c
Anti-parallel straight lines : a012660a
Anti-prism : a012680a
Archimedean spiral : a013150a
Arithmetic series : a013370a | a013370b | a013370c | a013370d
Astroid : a013540a
Asymmetry coefficient : a013590a | a013590b
Automata, methods of specification of : a014060a | a014060b | a014060c | a014060d | a014060e | a014060f
Automatic control theory : a014090a | a014090b
Automaton, finite : a014140a | a014140b | a014140c | a014140d | a014140e
Belousov-Zhabotinskii reaction : b110260a | b110260b | b110260c | b110260d | b110260e | b110260f | b110260g | b110260h | b110260i | b110260j | b110260k | b110260l | b110260m | b110260n | b110260o | b110260p | b110260q | b110260r | b110260s | b110260t
Bernoulli lemniscate : b015620a
Bernoulli random walk : b015660a | b015660b
Bessel functions : b015840a
Bézier curve : b110460a
Bicategory : b120230a | b120230b | b120230c | b120230d
Binary tree : b110530a | b110530b
Bipolar coordinates : b016470a
Bodenmiller theorem : b110680a
Bohm-Aharonov effect : b110690a
Booth lemniscate : b017000a | b017000b
Braided category : b120420a | b120420b | b120420c | b120420d | b120420e | b120420f
Braided group : b120430a | b120430b | b120430c | b120430d | b120430e | b120430f | b120430g | b120430h
Braid theory : b017470a | b017470b | b017470c | b017470d | b017470e | b017470f | b017470g
Breaking point : b017630a
Brianchon theorem : b017640a
Canal surface : c020100a
Cantor set : c020250a
Cardioid : c020390a
Cartographic projection : c020650a | c020650b | c020650c | c020650d | c020650e | c020650f | c020650g | c020650h | c020650i
Cassini oval : c020700a | c020700b | c020700c
Catenary : c020790a
Catenoid : c020800a
Caustic : c021000a | c021000b
Centre : c021230a
Centro-focus : c021320a
Chetaev theorems : c022080a
Cissoid : c022340a
Classical combinatorial problems : c022400a | c022400b
Closure condition : c022610a | c022610b | c022610c
Cochleoid : c022820a
Coding, alphabetical : c022880a
Coding and decoding : c022890a | c022890b
Complex number : c024140a
Configuration : c024670a | c024670b | c024670c | c024670d | c024670e | c024670f | c024670g | c024670h | c024670i | c024670j | c024670k | c024670l | c024670m
Confocal conics : c024710a | c024710b
Conformal geometry : c024770a | c024770b
Conic sections : c024960a | c024960b | c024960c
Constant width, curve of : c025290a | c025290b
Contact scheme : c025460a | c025460b | c025460c | c025460d | c025460e | c025460f
Conway skein triple : c130240a | c130240b
Cornu spiral : c026510a
Coxeter group : c026980a | c026980b | c026980c
Cubic parabola : c027280a
Curve of pursuit : c027400a
Cusp(2) : c027420a | c027420b
Cybernetics : c027480a | c027480b
Cycloid : c027540a | c027540b | c027540c
Cylinder coordinates : c027600a
Dandelin spheres : d030100a
Darboux sum : d030160a
Dendritic manifold : d031010a
Desargues assumption : d031320a
Descartes oval : d031340a
Descriptive geometry : d031370a | d031370b
Diagram of functional elements : d031570a
Differential : d031810a | d031810b | d031810c
Differential calculus : d031850a | d031850b | d031850c | d031850d
Differential equation, partial, free boundaries : d031980a
Differential equations on a torus : d032070a
Differential geometry : d032170a | d032170b | d032170c | d032170d | d032170e
Dinostratus quadratrix : d032560a
Direction field : d032780a
Discrete group of transformations : d033080a
Discriminant curve : d033220a | d033220b | d033220c | d033220d | d033220e
Dodecahedron : d033750a
Double point : d033950a | d033950b | d033950c | d033950d | d033950e
Dupin indicatrix : d034180a
Ekeland variational principle : e110030a
Ellipse : Done: e035390a replaced by Media:ellipse-1.pdf
Ellipsoid : Done: e035410a replaced by Media:Ellipsoid-1.pdf
Ellipsoidal coordinates : e035420a
Elliptic coordinates : e035440a
Elliptic paraboloid : e035510a
Epicycloid : e035860a | e035860b
Equal content and equal shape, figures of : e035900a | e035900b | e035900c | e035900d
Euler angles : e036390a
Evolute : e036670a | e036670b | e036670c
Evolvent of a plane curve : e036720a | e036720b
Exponential function : e036910a
Fermat spiral : f038420a
Finite-increments formula : Done: f040300a -> Finite-increments-formula-1
First fundamental form : f040450a | f040450b
Focus : f040700a
Folium of Descartes : f040750a
Fox-n-colouring : f130220a
Fraser diagram : f041340a
Frénet trihedron : f041700a | f041700b | f041700c
Fresnel integrals : f041720a | f041720b
Function : f041940a | f041940b | f041940c
Fundamental forms of a surface : f042200a | f042200b | f042200c
Furuta inequality : f110220a
Galilean spiral : g043080a
Gamma-function : Done: g043310a -> Gamma-function-1 | g043310b -> Gamma-function-2 | g043310c -> Gamma-function-3 | g043310d -> Gamma-function-4
Gellerstedt problem : g043640a
Genetic algorithm : g110150a
Geometric distribution : g044230a | g044230b
Gergonne point : g044380a
Gibbs phenomenon : g044410a
Golden ratio : g044570a
Goniometry : g044590a
Grammar, context-sensitive : g044790a
Grammar, dominating : g044800a
Grammar, regular : g044840a
Graph : g044860a | g044860b
Graph, extremal : g044920a
Graph isomorphism : g044950a | g044950b | g044950c
Graph, planar : g044990a | g044990b
Halin graph : h110020a
Handle theory : h046300a | h046300b
Harmonic quadruple : h046530a
Harnack inequality : h046600a
Height, in elementary geometry : h046820a
Helical line : h046870a | h046870b
Helicoid : h046880a
H^infinity-control-theory : h046020a
Histogram : h047450a
Hodograph : h047500a
Hopf bifurcation : h110260a | h110260b | h110260c
Hyperbola : h048230a
Hyperbolic functions : h048250a | h048250b
Hyperbolic paraboloid : Done: h048290a -> Hyperbolic-paraboloid-1
Hyperbolic spiral : h048340a
Hyperboloid : h048360a | h048360b
Hypergraph : h048470a
Hypocycloid : h048530a
Hysteron : h110430a | h110430b
Icosahedron : i050020a
Idempotents, semi-group of : i050090a
Implicit function : i050310a
Induced fibre bundle : i050720a
Infinitesimal calculus : i050950a | i050950b | i050950c | i050950d | i050950e | i050950f | i050950g | i050950h
Inscribed and circumscribed figures : i051250a | i051250b | i051250c
Integral calculus : i051360a
Integral cosine : i051370a
Integral exponential function : i051440a
Integral geometry : i051470a | i051470b | i051470c
Integral-relation method : i051610a | i051610b | i051610c
Integral representation of an analytic function : i051620a | i051620b
Invariant set : i052280a | i052280b | i052280c | i052280d
Inverse hyperbolic functions : i052370a
Inverse trigonometric functions : i052410a | i052410b | i052410c | i052410d
Isogonal : i130080a | i130080b
Jaeger composition product : j130010a
Jeu de taquin : j110030a | j110030b
Jones unknotting conjecture : j130050a
Kappa : k055110a
Karnaugh map : k110040a | k110040b
Kauffman bracket polynomial : k130010a | k130010b
Kepler equation : k055210a
Klein interpretation : k055490a
Klein surface : k055510a | k055510b
Kneser theorem : k055540a | k055540b
Knot and link diagrams : k055570a | k055570b | k055570c | k055570d | k055570e
Knot table : k055590a
Knot theory : k055600a | k055600b | k055600c | k055600d | k055600e
Kolmogorov test : k055760a
Kontsevich integral : k120100a | k120100b | k120100c | k120100d | k120100e
Kuramoto-Sivashinsky equation : k130070a | k130070b
Large-particle method : l057570a
Lax-Wendroff method : l120040a | l120040b
Lie algebra, semi-simple : l058510a
Lindelöf construction : l058950a
Line (curve) : l059020a | l059020b | l059020c | l059020d | l059020e | l059020f | l059020g | l059020h
Listing knot : l059730a
Listing polynomials : l130090a
Lituus : l059750a
Lobachevskii function : l060020a
Lobachevskii geometry : l060030a | l060030b | l060030c
Logarithmic function : l060600a
Logarithmic paper : l060620a | l060620b
Logarithmic spiral : l060650a
Lorenz attractor : l060890a
Low-dimensional topology, problems in : l120170a
Loxodrome : l060970a
Mathematical statistics : m062710a | m062710b | m062710c
Menelaus theorem : m063400a
Method of characteristics : m063580a
Minimax statistical procedure : m063970a
Möbius strip : m064310a
Modular function : m064430a | m064430b | m064430c
Monge cone : m064630a
Motzkin transposition theorem : Done: m130240a -> Motzkin-transposition-theorem-1 | m130240b -> Motzkin-transposition-theorem-2
Nagel point : n066010a
Negative curvature, surface of : n066200a | n066200b | n066200c | n066200d | n066200e | n066200f | n066200g | n066200h | n066200i | n066200j | n066200k | n066200l | n066200m
Net : n066320a | n066320b | n066320c | n066320d
Neumann function : n066420a
Newton diagram : n066520a
Nicomedes conchoid : n066620a
Nine-point circle : n066750a
Node : n066760a | n066760b | n066760c | n066760d | n066760e | n066760f | n066760g
Nomography : n066890a | n066890b | n066890c | n066890d
Non-differentiable function : n067010a
Non-Euclidean geometries : n067020a
Non-ideal relay : n110060a
Non-precise data : n120110a | n120110b | n120110c | n120110d
Ockham algebra : o110030a | o110030b | o110030c
Octahedron : o068100a
One-factor : o110060a
One-sided and two-sided surfaces : o068230a
Osculating circle : o070540a
Osculating paraboloid : o070550a
Osculating plane : o070560a
Osculation : o070590a
Ovoid(2) : o070670a
Pappus axiom : p071140a
Parabola : p071150a
Parabolic coordinates : p071170a
Parabolic-equation method : p071200a
Parabolic spiral : p071250a
Parallelogram : p071430a | p071430b | p071430c | p071430d
Parallelohedron : p071440a | p071440b | p071440c | p071440d | p071440e
Parallelopipedon : p071450a
Parallel straight lines : p071380a
Partially ordered set : p071720a
Pascal geometry : p071760a
Pascal limaçon : p071770a
Pascal theorem : p071780a | p071780b | p071780c | p071780d
Peano curve : p071890a | p071890b | p071890c
Pedal curve : p071950a
Penrose tiling : p110100a | p110100b
Persian curve : p072400a | p072400b | p072400c
Perspective : p072410a
Petersen graph : p120110a
Petri net : p072480a
Pick theorem : p072700a
Plane real algebraic curve : p072800a
Planigon : p072820a
Plateau problem, multi-dimensional : p072850a | p072850b
Poincaré model : p073070a | p073070b
Point of cessation : p073180a
Point of inflection : p073190a | p073190b
Polar : p073400a | p073400b
Polar coordinates : p073410a
Polygon : p073580a | p073580b | p073580c | p073580d | p073580e | p073580f
Polyhedral angle : p073610a
Polyhedron : p073660a | p073660b | p073660c | p073660d
Post class : p074010a
Power function : p074200a | p074200b | p074200c
Power series : p074240a | p074240b
Prism : p074830a | p074830b
Prismoid : p074840a
Probability graph paper : p074910a
Probability integral : p074920a
Projection : p075130a
Projective algebra : p075160a | p075160b
Projective plane : p075310a | p075310b
Projective space : p075350a
Pseudo-sphere : p075840a
Pyramid : p075930a | p075930b | p075930c
Quadrangle : q076000a | q076000b
Quadrangle, complete : q076010a
Quantile : q076270a
Radical axis : r077090a
Rational tangles : r130030a | r130030b
Rayleigh-Taylor instability : r110040a
Recurrent point : r080190a
Regularization of sequences : r080940a
Regular polyhedra : r080790a | r080790b | r080790c | r080790d | r080790e | r080790f | r080790g | r080790h | r080790i
Reidemeister theorem : r130060a
Reliability and inspection of control systems : r081170a | r081170b
Representation of a partially ordered set : r081400a
Ribaucour curve : r081760a
Riemann sphere : r082010a
Riemann surface : r082040a | r082040b | r082040c
Root system : r082590a | r082590b | r082590c | r082590d | r082590e
Roses (curves) : r082610a
Rotation number : r082650a | r082650b
Saddle : s083020a | s083020b
Saddle node : s083040a | s083040b
Saddle-node bifurcation : s110010a
Saddle surface : s083080a
Schwarz alternating method : s083490a
Schwarz surface : s083570a
Search algorithm : s110070a | s110070b
Second fundamental form : s083700a
Sector in the theory of ordinary differential equations : s083770a | s083770b | s083770c | s083770d | s083770e | s083770f | s083770g | s083770h
Seifert conjecture : s130200a | s130200b | s130200c | s130200d
Semi-cubic parabola : s084040a
Semi-regular polyhedra : s084300a | s084300b | s084300c | s084300d | s084300e | s084300f | s084300g | s084300h | s084300i | s084300j | s084300k | s084300l | s084300m | s084300n | s084300o | s084300p
Sequential analysis : s084600a | s084600b
Shift register sequence : s130270a
Si-ci-spiral : s084980a
Sierpiński gasket : s130310a | s130310b | s130310c | s130310d | s130310e | s130310f
Sine : s085480a
Singular point : s085590a | s085590b | s085590c | s085590d | s085590e | s085590f
Sinusoid : s085640a
Sinusoidal spiral : s085650a
Skew Young tableau : s110150a
Small parameter, method of the : s085820a
Sobolev inner product : s130410a
Sokhotskii formulas : s086020a
Solid angle : s086060a | s086060b
Space forms : s086190a
Spherical coordinates : s086660a
Spherical geometry : s086680a | s086680b | s086680c | s086680d | s086680e | s086680f | s086680g | s086680h
Spherical trigonometry : s086730a
Spinodal decomposition : s110240a
Statistical hypotheses, verification of : s087400a
Statistical quality control : s087460a
Steiner curve : s087650a
Stereographic projection : s087750a
Strophoid : s090630a
Subtangent and subnormal : s091040a
Symmetry : s091760a | s091760b | s091760c | s091760d | s091760e | s091760f | s091760g | s091760h
Syntactic structure : s091880a | s091880b | s091880c | s091880d
Synthesis problems : s091910a
System of subvarieties : s091970a | s091970b | s091970c | s091970d
Tangent, curve of the : t092130a | t092130b
Tangent line : Done: t092170a replaced by Media:Tangent-line-1.pdf | t092430b replaced by Media:Tangent-line-2.pdf
Tangle : t130030a
Tangle move : t130020a | t130020b | t130020c
Ternary field : t092430a | t092430b
Tests : t092470a | t092470b
Tetrahedron : t092510a
Thom catastrophes : t092650a | t092650b | t092650c
Tight and taut immersions : t092810a | t092810b | t092810c | t092810d | t092810e | t092810f
Topological structures : t093150a
Torus knot : t093360a | t093360b
Tractrix : t093570a
Trapezium : t094020a
Trigonometric functions : t094210a | t094210b
Trochoid : t094330a | t094330b | t094330c | t094330d
Two-dimensional manifold : t094530a | t094530b | t094530c | t094530d | t094530e | t094530f | t094530g | t094530h | t094530i | t094530j | t094530k
Variational calculus, numerical methods of : v096210a
Varignon parallelogram : v130020a
Vector algebra : v096350a
Venn diagram : v096550a
Viscous fingering : v130070a | v130070b
Von Kármán vortex shedding : v130110a | v130110b | v130110c | v130110d
Wild knot : w097980a | w097980b
Wild sphere : w097990a | w097990b
Witch of Agnesi : w098050a
Wittenbauer theorem : w130150a
Zhukovskii function : z099280a | z099280b
Ulf Rehmann/figures. Encyclopedia of Mathematics. URL: http://encyclopediaofmath.org/index.php?title=Ulf_Rehmann/figures&oldid=52718