ผลคูณคาร์ทีเซียน, ผลคูณคาร์ทีเซียนของเซต A และเซต B เขียนแทนด้วยสัญลักษณ์ A x B หมายถึงเซตของคู่อันดับ (a, b) ทั้งหมดโดยที่ a A และ b B [พจนานุกรมศัพท์ สสวท.]

Thai-English: NECTEC's Lexitron-2 Dictionary [with local updates] NECTEC Lexitron-2 Dictionary (TH-EN)

บ่อน้ำพุ

(n) artesian well, See Also: fountain, spring, Example:นักแสดงเกิดเสียหลักพลาดตกลงไปในบ่อน้ำพุ, Unit:บ่อ, Thai Definition:บ่อน้ำใต้ดินที่ผุดพุ่งขึ้นมาเหนือพื้น

Thai-English-French: Volubilis Dictionary 1.0 Volubilis Dictionary (TH-EN-FR)

บ่อน้ำบาดาล

[bø nām bādān] (n, exp) EN: artesian well FR: puits artésien [ m ]

พิกัดคาร์ทีเซียน

[phikat Khāthīsīen] (n, exp) EN: Cartesian coordinates FR: coordonnées cartésiennes [ fpl ]

ผลคูณคาร์ทีเซียน

[phonkhūn Khāthīsīen] (n, exp) EN: Cartesian Product FR: produit cartésien [ m ]

ระบบพิกัดคาร์ทีเซียน

[rabop phikat Khāthīsīen] (n, exp) EN: Cartesian coordinate system FR: système d'axes cartésiens [ m ]

CMU English Pronouncing Dictionary Dictionary [with local updates] CMU Pronouncing Dictionary

artesian

/AA2 R T IY1 ZH AH0 N/ /อา (ร) ที้ เฉิ่น/

cartesian

/K AA0 R T IY1 ZH AH0 N/ /ข่า (ร) ที้ เฉิ่น/

Oxford Advanced Learners Dictionary (pronunciation guide only) Oxford Advanced Learners Dictionary

artesian

(adj) /ˈɑːtˈiːzɪən/ /อ๊า ที้ เสี่ย (ร) น/ /aa1 t ii1 z i@ n/

WordNet (3.0) WordNet (3.0)

artesian

(adj) (of water) rising to the surface under internal hydrostatic pressure, Ant. subartesian, Example:an artesian well; artesian pressure

artesian well

(n) a well drilled through impermeable strata into strata that receive water from a higher altitude so there is pressure to force the water to flow upward

cartesian

(n) a follower of Cartesian thought

cartesian

(adj) of or relating to Rene Descartes or his works, Example:Cartesian linguistics

cartesian coordinate

(n) one of the coordinates in a system of coordinates that locates a point on a plane or in space by its distance from two lines or three planes respectively; the two lines or the intersections of the three planes are the coordinate axes

cartesian coordinate system

(n) a coordinate system for which the coordinates of a point are its distances from a set perpendicular lines that intersect at the origin of the system

cartesian plane

(n) a plane in which all points can be described in Cartesian coordinates

subartesian

(adj) (of water) rising naturally in a well to a height appreciably above that of the surrounding water table but not flowing out of the well, Ant. artesian

intersection

(n) the set of elements common to two or more sets, Syn. Cartesian product, product, Example:the set of red hats is the intersection of the set of hats and the set of red things

The Collaborative International Dictionary of English (GCIDE) v.0.53 Collaborative International Dictionary (GCIDE)

Artesian

a. [ F. artésien, fr. Artois in France, where many such wells have been made since the middle of the last century. ] Of or pertaining to Artois (anciently called Artesium), in France. [ 1913 Webster ]

Artesian wells, wells made by boring into the earth till the instrument reaches water, which, from internal pressure, flows spontaneously like a fountain. They are usually of small diameter and often of great depth. [ 1913 Webster ]

Cartesian

a. [ From Renatus Cartesius, Latinized from of René Descartes: cf. F. cartésien. ] Of or pertaining to the French philosopher René Descartes, or his philosophy. [ 1913 Webster ]

The Cartesion argument for reality of matter. Sir W. Hamilton. [ 1913 Webster ]

Cartesian coordinates (Geom), distance of a point from lines or planes; -- used in a system of representing geometric quantities, invented by Descartes. --
Cartesian devil, a small hollow glass figure, used in connection with a jar of water having an elastic top, to illustrate the effect of the compression or expansion of air in changing the specific gravity of bodies. --
Cartesion oval (Geom.), a curve such that, for any point of the curve mr + m′r′ = c, where r and r′ are the distances of the point from the two foci and m, m′ and c are constant; -- used by Descartes. [ 1913 Webster ]