type |
n |
lex_filenum |
09 |
def |
a science (or group of related sciences) dealing with the logic of quantity and shape and arrangement |
Outgoing links |
Hypernym |
science, scientific discipline |
Domain of synset - TOPIC |
science, scientific discipline |
Derivationally related form |
mathematics → mathematical; mathematics → mathematical; mathematics → mathematician |
Member of this domain - TOPIC |
idempotent; combinatorial; continuous; discontinuous; commutative; direct; inverse; dividable; undividable, indivisible by(p); mathematical; round; representable; linear, additive; nonlinear; monotonic, monotone; nonmonotonic; open; closed; nonnegative; positive; negative; disjoint; noninterchangeable; invariant; affine; analytic; diagonalizable; scalene; isometric; differential; rational; irrational; prime; bivariate; rounding, rounding error; truncation error; mathematical process, mathematical operation, operation; rationalization, rationalisation; invariance; accuracy; symmetry, symmetricalness, correspondence, balance; asymmetry, dissymmetry, imbalance; factorization, factorisation, factoring; extrapolation; interpolation; rule, formula; recursion; invariant; polynomial, multinomial; series; infinitesimal; fractal; arithmetic; geometry; affine geometry; elementary geometry, parabolic geometry, Euclidean geometry; Euclid's axiom, Euclid's postulate, Euclidean axiom; fractal geometry; non-Euclidean geometry; hyperbolic geometry; elliptic geometry, Riemannian geometry; numerical analysis; spherical geometry; spherical trigonometry; analytic geometry, analytical geometry, coordinate geometry; plane geometry; solid geometry; projective geometry, descriptive geometry; trigonometry, trig; algebra; quadratics; linear algebra; vector algebra; matrix algebra; calculus, infinitesimal calculus; analysis; differential calculus, method of fluxions; integral calculus; calculus of variations; set theory; subgroup; group theory; Galois theory; topology, analysis situs; metamathematics; binomial; proof; equation; formula, expression; mathematical statement; recursive definition; boundary condition; set; domain, domain of a function; image, range, range of a function; universal set; mathematical space, topological space; field; matrix; diagonal; arithmetic progression; geometric progression; harmonic progression; mathematician; cardinality; complex number, complex quantity, imaginary number, imaginary; radical; mathematical relation; function, mathematical function, single-valued function, map, mapping; expansion; metric function, metric; transformation; reflection; rotation; translation; affine transformation; operator; parity; transitivity; reflexivity, reflexiveness; additive inverse; multiplicative inverse, reciprocal; plane, sheet; geodesic, geodesic line; parallel; upper bound; lower bound; ray; osculation; develop; iterate; commute, transpose; rationalize, rationalise; eliminate; calculate, cipher, cypher, compute, work out, reckon, figure; extract; interpolate, extrapolate; differentiate; integrate; prove; truncate; reduce; converge; diverge; osculate |
Hyponym |
pure mathematics; applied mathematics, applied math |
Incoming links |
Domain of synset - TOPIC |
idempotent; combinatorial; continuous; discontinuous; commutative; direct; inverse; dividable; undividable, indivisible by(p); mathematical; round; representable; linear, additive; nonlinear; monotonic, monotone; nonmonotonic; open; closed; nonnegative; positive; negative; disjoint; noninterchangeable; invariant; affine; analytic; diagonalizable; scalene; isometric; differential; rational; irrational; prime; bivariate; rounding, rounding error; truncation error; mathematical process, mathematical operation, operation; rationalization, rationalisation; invariance; accuracy; symmetry, symmetricalness, correspondence, balance; asymmetry, dissymmetry, imbalance; factorization, factorisation, factoring; extrapolation; interpolation; rule, formula; recursion; invariant; polynomial, multinomial; series; infinitesimal; fractal; arithmetic; geometry; affine geometry; elementary geometry, parabolic geometry, Euclidean geometry; Euclid's axiom, Euclid's postulate, Euclidean axiom; fractal geometry; non-Euclidean geometry; hyperbolic geometry; elliptic geometry, Riemannian geometry; numerical analysis; spherical geometry; spherical trigonometry; analytic geometry, analytical geometry, coordinate geometry; plane geometry; solid geometry; projective geometry, descriptive geometry; trigonometry, trig; algebra; quadratics; linear algebra; vector algebra; matrix algebra; calculus, infinitesimal calculus; analysis; differential calculus, method of fluxions; integral calculus; calculus of variations; set theory; subgroup; group theory; Galois theory; topology, analysis situs; metamathematics; binomial; proof; equation; formula, expression; mathematical statement; recursive definition; boundary condition; set; domain, domain of a function; image, range, range of a function; universal set; mathematical space, topological space; field; matrix; diagonal; arithmetic progression; geometric progression; harmonic progression; mathematician; cardinality; complex number, complex quantity, imaginary number, imaginary; radical; mathematical relation; function, mathematical function, single-valued function, map, mapping; expansion; metric function, metric; transformation; reflection; rotation; translation; affine transformation; operator; parity; transitivity; reflexivity, reflexiveness; additive inverse; multiplicative inverse, reciprocal; plane, sheet; geodesic, geodesic line; parallel; upper bound; lower bound; ray; osculation; develop; iterate; commute, transpose; rationalize, rationalise; eliminate; calculate, cipher, cypher, compute, work out, reckon, figure; extract; interpolate, extrapolate; differentiate; integrate; prove; truncate; reduce; converge; diverge; osculate |
Derivationally related form |
mathematical → mathematics; mathematical → mathematics; mathematician → mathematics |
Pertainym (pertains to noun) |
mathematical → mathematics |
Hyponym |
science, scientific discipline |
Member of this domain - TOPIC |
science, scientific discipline |
Hypernym |
pure mathematics; applied mathematics, applied math |
<synset id="n06000644" type="n">
<lex_filenum>09<lex_filenum/>
<word lex_id="0">mathematics<word/>
<word lex_id="0">math<word/>
<word lex_id="0">maths<word/>
<pointer refs="n05999797">Hypernym<pointer/>
<pointer refs="n05999797">Domain of synset - TOPIC<pointer/>
<pointer refs="a00915141 a02937876 n10301261" source="1" target="1">Derivationally related form<pointer/>
<pointer refs="a00355453 a00472534 a00597424 a00597599 a00728826 a00769239 a00769489 a00785406 a00786031 a00915141 a00916524 a00943683 a01417451 a01417790 a01547220 a01547721 a01659999 a01660135 a01819592 a01819692 a01819976 a02110993 a02373981 a02506408 a02607608 a02620550 a02711468 a02792424 a02828802 a02909168 a02929901 a02930083 a03012209 a03049220 n00073177 n00073525 n00869583 n01212225 n04738995 n04803209 n05064827 n05065717 n05783041 n05802547 n05802730 n05846932 n05848357 n05850432 n05861855 n05862721 n05864047 n05931152 n06004067 n06004685 n06005399 n06005518 n06005692 n06006609 n06006777 n06007046 n06007381 n06007642 n06007859 n06008007 n06008382 n06012108 n06012225 n06012340 n06012513 n06012726 n06012998 n06013126 n06013298 n06013584 n06013741 n06014043 n06014435 n06015271 n06015978 n06016121 n06017053 n06017193 n06017334 n06017594 n06017895 n06036506 n06647614 n06669864 n06731802 n06732169 n06745422 n06755776 n07999699 n08000118 n08000304 n08000644 n08001685 n08005260 n08267640 n08268321 n08460924 n08461172 n08461424 n10301261 n13591586 n13729428 n13731530 n13783581 n13783816 n13784366 n13784906 n13785136 n13785404 n13785557 n13785736 n13785965 n13786413 n13790133 n13798491 n13798814 n13843001 n13843173 n13861050 n13870414 n13880994 n13903855 n13904011 n13913427 n14419889 v00234057 v00343600 v00553407 v00568879 v00575561 v00637259 v00638723 v00642644 v00642803 v00642980 v00665630 v00740290 v02258291 v02732401 v02732603 v02751055">Member of this domain - TOPIC<pointer/>
<pointer refs="n06003682 n06018022">Hyponym<pointer/>
<def>a science (or group of related sciences) dealing with the logic of quantity and shape and arrangement<def/>
<synset/>