13-letter words containing y, t, r, o, i, a
- devolutionary — the act or fact of devolving; passage onward from stage to stage.
- diaphototropy — the state of being diaphototropic, turning transversely to the light
- dictatorially — In a dictatorial manner.
- dioristically — in a dioristic manner
- directionally — of, relating to, or indicating direction in space.
- directorially — In terms of film direction.
- dirty old man — a mature or elderly man with lewd or obscene preoccupations.
- discretionary — subject or left to one's own discretion.
- disobligatory — not obligatory
- disordinately — in a manner that lacks order
- dissimilatory — to modify by dissimilation.
- distortionary — an act or instance of distorting.
- documentarily — Also, documental [dok-yuh-men-tl] /ˌdɒk yəˈmɛn tl/ (Show IPA). pertaining to, consisting of, or derived from documents: a documentary history of France.
- domain theory — (theory) A branch of mathematics introduced by Dana Scott in 1970 as a mathematical theory of programming languages, and for nearly a quarter of a century developed almost exclusively in connection with denotational semantics in computer science. In denotational semantics of programming languages, the meaning of a program is taken to be an element of a domain. A domain is a mathematical structure consisting of a set of values (or "points") and an ordering relation, <= on those values. Domain theory is the study of such structures. ("<=" is written in LaTeX as \subseteq) Different domains correspond to the different types of object with which a program deals. In a language containing functions, we might have a domain X -> Y which is the set of functions from domain X to domain Y with the ordering f <= g iff for all x in X, f x <= g x. In the pure lambda-calculus all objects are functions or applications of functions to other functions. To represent the meaning of such programs, we must solve the recursive equation over domains, D = D -> D which states that domain D is (isomorphic to) some function space from D to itself. I.e. it is a fixed point D = F(D) for some operator F that takes a domain D to D -> D. The equivalent equation has no non-trivial solution in set theory. There are many definitions of domains, with different properties and suitable for different purposes. One commonly used definition is that of Scott domains, often simply called domains, which are omega-algebraic, consistently complete CPOs. There are domain-theoretic computational models in other branches of mathematics including dynamical systems, fractals, measure theory, integration theory, probability theory, and stochastic processes. See also abstract interpretation, bottom, pointed domain.
- dysrationalia — The inability to think and behave rationally despite adequate intelligence.
- dysregulation — A failure to regulate properly.
- ecclesiolatry — excessive reverence for churchly forms and traditions.
- enantiomorphy — the state of being enantiomorphic
- equilibratory — Relating to the physical sense of balance, or equilibrium.
- erythrophobia — Abnormal and persistent fear of blushing.
- excoriatingly — So as to excoriate.
- expeditionary — Of or forming an expedition, especially a military expedition.
- explanatorily — With regard to explanatory power.
- exploratively — in an explorative manner
- exportability — The property of being exportable.
- extemporarily — In an extemporary manner.
- exterminatory — Relating to or marked by extermination.
- extraordinary — Very unusual or remarkable.
- extrasystolia — (medicine) An alteration in the rhythm of the heart due to extrasystoles.
- extrasystolic — Relating to extrasystole, the premature contraction of the heart.
- factory price — the price quoted for manufactured goods for pickup at the gate of a factory, before certain handling, shipping, and similar costs.
- family doctor — a general practitioner.
- flirtatiously — given or inclined to flirtation.
- floristically — In a floristic manner.
- formidability — causing fear, apprehension, or dread: a formidable opponent.
- foundationary — the basis or groundwork of anything: the moral foundation of both society and religion.
- galois theory — the branch of mathematics that deals with the application of the theory of finite groups to the solution of algebraic equations.
- genitourinary — of or relating to the genital and urinary organs; urogenital.
- geometrically — of or relating to geometry or to the principles of geometry.
- geostationary — of or relating to a satellite traveling in an orbit 22,300 miles (35,900 km) above the earth's equator: at this altitude, the satellite's period of rotation, 24 hours, matches the earth's and the satellite always remains in the same spot over the earth: geostationary orbit.
- gesticulatory — Making a lot of gesticulations.
- governability — to rule over by right of authority: to govern a nation.
- gravity clock — a clock driven by its own weight as it descends a rack, cord, incline, etc.
- great society — the goal of the Democratic Party under the leadership of President Lyndon B. Johnson, chiefly to enact domestic programs to improve education, provide medical care for the aged, and eliminate poverty.
- group annuity — a plan in which the members of a group, usually employees of the same company, receive annuities upon retirement.
- grylloblattid — a primitive insect of the order Grylloblattidea, having a soft, unpigmented wingless body with long antennae and no eyes, living under stones in moderately high mountains of the western U.S., Japan, and the U.S.S.R.
- gyromagnetism — the condition or state of being gyromagnetic
- hallucinatory — pertaining to or characterized by hallucination: hallucinatory visions.
- hepatobiliary — Of, pertaining to, or originating in the liver, bile ducts and gallbladder.
- hippo zarytus — ancient name of Bizerte.