## İngilizce - Türkçe

**ample anlamı**

**sıfat**

1) geniş

2) yeterli

3) bol

4) büyük

5) çok

6) iri

7) heybetli

8) kâfi

## "ample" için örnek kullanımlar

Many industries can hire cheaply because of an**ample**labor supply.Birçok sanayi, çünkü

**geniş**bir işgücü arzının ucuza kiralayabilirsiniz.

**Kaynak:**nhregister.comThe responses provide

**ample**confirmation of the appropriateness of the word choice.Yanıtları sözcük seçimi uygunluğu

**bol**onay verin.

**Kaynak:**forbes.comOil prices up as US demonstrates

**ample**supplies amid signs of moderate economic growth.Petrol fiyatları ABD ılımlı ekonomik büyüme belirtileri arasında

**yeterli**kaynakları gösterdiği gibi.

**Kaynak:**startribune.comAnd while many hotels offer

**ample**nonsmoking rooms, nothing is guaranteed using the app.Birçok otel

**geniş**içilen odalar sunarken, hiçbir şey app kullanarak garantilidir.

**Kaynak:**japantimes.co.jpIn algebraic geometry , a very

**ample**line bundle is one with enough global section s to set up an embedding of its base variety or

**Kaynak:**Ample line bundleA playboy is a modern version of a public Casanova — a man of means with

**ample**time for leisure , who demonstratively appreciates bon

**Kaynak:**Playboy (lifestyle)Endowed with significant natural resources, including

**ample**fertile land, regular rainfall, and mineral deposits, it is thought that Uganda

**Kaynak:**Economy of UgandaWhile there is

**ample**evidence to indicate the health benefits of diets rich in fruits, vegetables, legumes, whole grains and nuts, no

**Kaynak:**List of phytochemicals in foodIn mathematics , there is an

**ample**supply of categorical dualities between certain categories of topological space s and categories of

**Kaynak:**Stone dualityA doubles specialist of

**ample**bulk by Indonesian standards, he was noted for his power and quick defensive reflexes. With the formidable

**Kaynak:**Ade ChandraIn mathematics, the Nevanlinna invariant of an

**ample**divisor D on a normal projective variety X is a real number connected with the rate

**Kaynak:**Nevanlinna invariantIn algebraic geometry , a Seshadri constant is an invariant of an

**ample**line bundle L at a point P on an algebraic variety .

**Kaynak:**Seshadri constantIn algebraic geometry , the Mumford vanishing theorem Mumford | 1967 states that if L is a semi-

**ample**invertible sheaf with Iitaka dimension

**Kaynak:**Mumford vanishing theorem

## ample ile en alakalı sözcükler ve anlamı

indecomposable:

## “indecomposable” için örnek kullanımlar

**Indecomposable**has multiple meanings in the field of mathematics:**indecomposable**module , in algebra.**indecomposable**distribution , in**Kaynak:**IndecomposableIn abstract algebra , a module is**indecomposable**if it is non-zero and cannot be written as a direct sum of two non-zero submodule s**Kaynak:**Indecomposable moduleIn probability theory , an**indecomposable**distribution is a probability distribution that cannot be represented as the distribution of the**Kaynak:**Indecomposable distributionIn point-set topology , an**indecomposable**continuum is a continuum that is not the union of any two of its proper subcontinua.**Kaynak:**Indecomposable continuumIn set theory , a branch of mathematics , an additively**indecomposable**ordinal α is any ordinal number that is not 0 such that for any**Kaynak:**Additively indecomposable ordinalIn mathematics , especially in the area of abstract algebra known as module theory , a principal**indecomposable**module has many important**Kaynak:**Principal indecomposable moduleAn**indecomposable**past set is a past set which isn’t the union of two different open past proper subsets. proper**indecomposable**past set (PIP).**Kaynak:**Causal structureIn general topology , the pseudo-arc is the simplest nondegenerate hereditarily**indecomposable**continuum . The pseudo-arc is an arc-like**Kaynak:**Pseudo-arcIn knot theory , a prime knot is a knot that is, in a certain sense,**indecomposable**. Specifically, it is a non- trivial knot which**Kaynak:**Prime knotFor the group algebra of a finite group, the (isomorphism types of) projective**indecomposable**modules are in a one-to-one correspondence**Kaynak:**Modular representation theoryIn algebraic geometry , the Horrocks–Mumford bundle is an**indecomposable**rank 2 vector bundle on 4-dimensional projective space P 4**Kaynak:**Horrocks–Mumford bundleIn algebraic geometry , a Tango bundle is one of the**indecomposable**vector bundle s of rank n − 1 constructed on n-dimensional projective**Kaynak:**Tango bundleIn mathematics , the Auslander algebra of an algebra A is the endomorphism ring of the sum of the**indecomposable**module s of A. It was**Kaynak:**Auslander algebraIn the mathematical theory of knots , prime knots are those knots that are**indecomposable**under the operation of knot sum .**Kaynak:**List of prime knotsIn algebraic geometry , Horrocks bundles are certain**indecomposable**rank 3 vector bundle s (locally free sheaves) on 5-dimensional**Kaynak:**Horrocks bundleEvery simple module is**indecomposable**, but there are**indecomposable**modules which are not simple (e.g. uniform module s). Faithful.**Kaynak:**Module (mathematics)If M is**indecomposable**and has finite length , then every endomorphism of M is either bijective or nilpotent . length**indecomposable****Kaynak:**Fitting lemmaWhile R is not isomorphic to M, R ⊕ R is isomorphic to M ⊕ M; thus the images of the M summands give**indecomposable**submodules L 1, L 2 4**Kaynak:**Structure theorem for finitely generated modules over a principal ideal domainOver a Noetherian ring , every injective module is uniquely a direct sum of**indecomposable**modules, and their structure is well**Kaynak:**Injective modulecotangent:

## İngilizce – Türkçe

**cotangent anlamı****isim**

1) kotanjant

2) eşteğetlik## “cotangent” için örnek kullanımlar

In mathematics , especially differential geometry , the

Devamını Oku**cotangent**bundle of a smooth manifold is the vector bundle of all the**cotangent****Kaynak:**Cotangent bundleIn differential geometry , one can attach to every point x of a smooth (or differentiable) manifold a vector space called the**cotangent****Kaynak:**Cotangent spaceIn mathematics the**cotangent**complex is a roughly a universal linearization of a morphism of geometric or algebraic objects.**Kaynak:**Cotangent complexIn mathematics, Hermite’s**cotangent**identity is a trigonometric identity discovered by Charles Hermite Suppose a 1, …, a n are**Kaynak:**A sınıfına ait Nevanlinna teoremi:

## BSTS / Matematik Terimleri Sözlüğü

Devamını Oku**A sınıfına ait Nevanlinna teoremi anlamı***İng.*Nevanlinna’s theorem for class A*Alm.*Nevanlinnascher Satz*Fr.*théorème de Nevanlinna Az. A sinifine aid Nevanlinna teoreması

“A sınıfı, birim dairede analitik ve iki sınırlı fonksiyonun oranı biçiminde gösterilebilen fonksiyonlar sınıfıyla çakışır” önermesi.playboy:

## İngilizce – Türkçe

**playboy anlamı****isim**

1) eğlence düşkünü erkek

2) eğlence hayatına düşkün zengin erkek## “playboy” için örnek kullanımlar

It seems ironic that Dunham opted to keep her clothes on for

Devamını Oku**Playboy**.Dunham**Playboy**için onu elbise tutmak için seçti ironik görünüyor.**Kaynak:**ibtimes.comSo in a sense, it’s no surprise to find her in the pages of**Playboy**.Yani bir anlamda, o**Playboy**sayfalarında onu bulmak için hiç de sürpriz değil.**Kaynak:**hollywire.com**Playboy**would be a good way to distance themselves from Disney.**Playboy**Disney kendilerini mesafe için iyi bir yol olurdu.**Kaynak:**movies.yahoo.comA**playboy**is a modern version of a public Casanova — a man of means with ample time for leisure , who demonstratively appreciates bon**Kaynak:**Playboy (lifestyle)The words womanizer,**playboy**, stud, player, ladies’ man, lady killer, roué, and rake may be used in reference to a man who has romantic**Kaynak:**PromiscuityNevanlinna fonksiyonu:

## BSTS / Matematik Terimleri Sözlüğü

Devamını Oku**Nevanlinna fonksiyonu anlamı***İng.*Nevanlinna function*Alm.*Nevanlinnasche Funktion*Fr.*fonction de Nevanlinna Az. Nevanlinna funksiyası

(…)curvature:

## İngilizce – Türkçe

**curvature anlamı****isim**

1) eğrilik

2) eğilme

3) kavislenme## “curvature” için örnek kullanımlar

The complete skeleton of King Richard III showing the

Devamını Oku**curvature**of the spine.Kral Richard III tam bir iskelet omurganın**eğrilik**gösteren.**Kaynak:**thedailybeast.comEarly detection of abnormal spinal**curvature**can prevent serious health problems.Anormal omurga**eğriliği**Erken tanı ciddi sağlık sorunları önleyebilir.**Kaynak:**schulenburgsticker.comAt that altitude, the sky is a dark blue and the**curvature**of the Earth is visible.O yükseklikte, gökyüzü koyu mavi ve Dünya'nın**eğriliği**görülebilir.**Kaynak:**usatoday.comIn mathematics ,**curvature**refers to any of a number of loosely related concepts in different areas of geometry. Intuitively,**curvature**is**Kaynak:**CurvatureIn differential geometry , the Gaussian**curvature**or Gauss**curvature**of a point on a surface is the product of the principal**curvature**s,**Kaynak:**Gaussian curvatureIn the mathematical field of differential geometry , the Riemann**curvature**tensor, or Riemann–Christoffel tensor after Bernhard Riemann**Kaynak:**Riemann curvature tensorIn Riemannian geometry , the scalar**curvature**(or the Ricci scalar) is the simplest**curvature**invariant of a Riemannian manifold .**Kaynak:**Scalar curvatureIn differential geometry , the**curvature**form describes**curvature**of a connection on a principal bundle . generalization of**curvature****Kaynak:**Curvature formIn particular, the**curvature**of spacetime is directly related to the energy and momentum of whatever matter and radiation are present**Kaynak:**General relativitydescribed by a single number at a given point. Riemann introduced an abstract and rigorous way to define it, now known as the**curvature**tensor .**Kaynak:**Curvature of Riemannian manifoldsIn differential geometry , the term**curvature**tensor may refer to: the Riemann**curvature**tensor of a Riemannian manifold — see also**Kaynak:**Curvature tensorIn geometry , the radius of**curvature**, R, of a curve at a point is a measure of the radius of the circular arc which best approximates the**Kaynak:**Radius of curvature (mathematics)local and global geometry of the universe which considers both**curvature**and topology , though, strictly speaking, it goes beyond both.**Kaynak:**Shape of the UniverseThe cross section is not strictly circular, however: the radius of**curvature**is increased before the wing achieves maximum thickness to**Kaynak:**Airfoilalignment, elevation,**curvature**and track surface Although, the geometry of the tracks is three-dimensional by nature, the standards are**Kaynak:**Track geometry**Curvature**: The**curvature**of a connection ∇ on E → M is a 2-form F∇ on M with values in the endomorphism bundle End(E) E⊗E. That is,:**Kaynak:**Connection (vector bundle)In differential geometry , the Ricci**curvature**tensor, named after Gregorio Ricci-Curbastro , represents the amount by which the volume of**Kaynak:**Ricci curvatureIn Riemannian geometry , the sectional**curvature**is one of the ways to describe the**curvature**of Riemannian manifolds . sectional**curvature****Kaynak:**Sectional curvatureIn mathematics , the mean**curvature**H of a surface S is an extrinsic measure of**curvature**that comes from differential geometry and that**Kaynak:**Mean curvatureRadius of**curvature**may refer to: Radius of**curvature**(mathematics) Radius of**curvature**(optics) Radius of**curvature**(applications), in**Kaynak:**Radius of curvatureSpecial affine**curvature**, also known as the equi-affine**curvature**or affine**curvature**, is a particular type of**curvature**that is defined**Kaynak:**Affine curvaturegeometry:

## İngilizce – Türkçe

**geometry anlamı****isim**

1) geometri## “geometry” için örnek kullanımlar

The

Devamını Oku**geometry**of both arrays is identical except for the DFB grating design.Her iki dizilerin**geometrisi**DFB ızgara tasarımı dışında aynıdır.**Kaynak:**laserfocusworld.comGrowing through art, music, biology, math,**geometry**, literature and history.Sanat, müzik, biyoloji, matematik,**geometri,**edebiyat ve tarih boyunca Büyüyen.**Kaynak:**marblehead.patch.comThe middle school students study algebra and**geometry**in the music and art rooms.Müzik ve sanat odaları ortaokul öğrencileri çalışmaya cebir ve**geometri.****Kaynak:**adn.comAlgebraic**geometry**is a branch of mathematics , classically studying properties of the sets of zeros of polynomial equations .**Kaynak:**Algebraic geometryRiemannian**geometry**is the branch of differential**geometry**that studies Riemannian manifold s, smooth manifolds with a Riemannian metric**Kaynak:**Riemannian geometryMolecular**geometry**or molecular structure is the three- dimension al arrangement of the atoms that constitute a molecule . It determines**Kaynak:**Molecular geometryIn**geometry**, an arc is a closed segment of a differentiable curve in the two-dimensional plane ; for example, a circular arc is a**Kaynak:**Arc (geometry)Track**geometry**is three-dimensional**geometry**of track layouts and associated measurements used in design, construction and maintenance of**Kaynak:**Track geometryIn mathematics , solid**geometry**was the traditional name for the**geometry**of three-dimensional Euclidean space — for practical purposes**Kaynak:**Solid geometryThe shape of the universe is a matter of debate in physical cosmology over the local and global**geometry**of the universe which**Kaynak:**Shape of the UniverseBicycle and motorcycle**geometry**is the collection of key measurements (lengths and angles) that define a particular bike configuration.**Kaynak:**Bicycle and motorcycle geometryThe thirteen books cover Euclidean**geometry**and the ancient Greek version of elementary number theory . The work also includes an**Kaynak:**Gromov’s compactness theorem (geometry)The Shapley–Folkman lemma is a result in convex**geometry**with applications in mathematical economics that describes the Minkowski**Kaynak:**Shapley–Folkman lemmaA Nevanlinna sınıfı:

## BSTS / Matematik Terimleri Sözlüğü

Devamını Oku**A Nevanlinna sınıfı anlamı***İng.*Nevanlinna A class*Alm.*Nevanlinnasche Klasse*Fr.*classe de Nevanlinna Az. Nevanlina A sinifi

(…)invariant:

## “invariant” için örnek kullanımlar

First, I include all time

Devamını Oku**invariant**covariants and add the time variant covariates.İlk olarak, her zaman**değişmeyen**kovaryatlarıydı içerir ve zamanla değişen değişenler ekleyin.**Kaynak:**jezebel.comOnce the energy of the two hadronic jets is known, one computes the “dijet**invariant**mass”: this is the mass of a hypothetical particle produced in the collision, if it decayed yielding the two observed jets of hadrons.Bir kez iki hadronik jetlerin enerji bilinen, bir "dijet**sabit**kütle" hesaplar: bu hadronların iki gözlenen jetler yumuşak çürümüş ise bu, çarpışma üretilen bir varsayımsal bir parçacık kütlesidir.**Kaynak:**science20.comIn mathematics , an**invariant**is a property of a class of mathematical objects that remains unchanged when transformations of a certain type**Kaynak:**Invariant (mathematics)In mathematics and theoretical physics , an**invariant**is a property of a system which remains unchanged under some transformation .**Kaynak:**Invariant (physics)In the mathematical field of knot theory , a knot**invariant**is a quantity (in a broad sense) defined for each knot which is the same for**Kaynak:**Knot invariantIn computer science , an**invariant**is a condition that can be relied upon to be true during execution of a program. a loop**invariant**is a**Kaynak:**Invariant (computer science)In mathematics , an**invariant**subspace of a linear mapping : T : V → V. contained in W. An**invariant**subspace of T is also said to be T**invariant**.**Kaynak:**Invariant subspaceIn computer programming , specifically object-oriented programming , a class**invariant**is an**invariant**used to constrain objects of a**Kaynak:**Class invariantIn mathematics , an**invariant**measure is a measure that is preserved by some function . Ergodic theory is the study of**invariant**measures**Kaynak:**Invariant measureIn computer science , a loop**invariant**is an**invariant**used to prove properties of loop s and, by extension, algorithm s employing loops**Kaynak:**Loop invariantIn statistics , the concept of being an**invariant**estimator is a criterion that can be used to compare the properties of different**Kaynak:**Invariant estimatorIn topology and related areas of mathematics a topological property or topological**invariant**is a property of a topological space which**Kaynak:**Topological propertyIn mathematics , an**invariant**polynomial is a polynomial P that is**invariant**under a group Gamma acting on a vector space V. Therefore**Kaynak:**Invariant polynomialIn mathematics , a fixed point (sometimes shortened to fixpoint, also known as an**invariant**point) of a function is a point that is mapped**Kaynak:**Fixed point (mathematics)When M is a Euclidean space and all the fields are taken to be**invariant**by translations by the vectors of M, we get back to a situation**Kaynak:**Tensor fieldAssuming that mass is**invariant**in all inertial frames, the above equation shows Newton’s laws of mechanics, if valid in one frame, must**Kaynak:**Galilean invarianceconic:

## İngilizce – Türkçe

**conic anlamı****sıfat**

1) konik

2) koni şeklinde

3) koni ile ilgili## “conic” için örnek kullanımlar

With a

Devamını Oku**conic**shape, this strawberry is robust and characterized by a bright red colour and a very fruity taste.Bir**konik**şekli ile bu çilek sağlam ve parlak kırmızı renkli ve bir çok meyve tadı ile karakterizedir.**Kaynak:**greenmed.euIn mathematics , a**conic**section (or just**conic**) is a curve obtained as the intersection of a cone (more precisely, a right circular**Kaynak:**Conic sectionThese surfaces are cylindrical (e.g. Mercator ),**conic**(e.g., Albers ), or azimuthal or plane (e.g. stereographic ). Many mathematical**Kaynak:**Map projectionThis is useful in the definition of degenerate**conic**s, which require considering the cylindrical**conic**s. See also :**Conic**section**Kaynak:**ConeIn mathematics , a degenerate**conic**is a**conic**(a second-degree plane curve , the points of which satisfy an equation that is quadratic in**Kaynak:**Degenerate conicIn geometry , the**conic**constant (or Schwarzschild constant after Karl Schwarzschild ) is a quantity describing**conic**section s, and is**Kaynak:**Conic constant**Conic**section and quadratic form: image Parabolic**conic**section. svg | caption Cone with cross-sections The diagram represents a cone with its**Kaynak:**ParabolaA Lambert conformal**conic**projection (LCC) is a**conic**map projection , which is often used for aeronautical chart s. In essence, the**Kaynak:**Lambert conformal conic projection**Conic**optimization is a subfield of convex optimization that studies a class of structured convex optimization problems called**conic****Kaynak:**Conic optimizationIn algebraic geometry , a**conic**bundle is an algebraic variety that appears as a solution of a Cartesian equation of the form:**Kaynak:**Conic bundlegeometry , just as two (distinct) points determine a line (a degree-1 plane curve), five points determine a**conic**(a degree-2 plane curve).**Kaynak:**Five points determine a conicIn geometry, an eleven-point**conic**is a**conic**associated to four points and a line, containing 11 special points. Baker | 1922 | loc p.**Kaynak:**Eleven-point conicThe Equidistant**conic**projection is an**conic**map projection . It has the useful properties that all points on the map are at**Kaynak:**Equidistant conic projection190 BC–) was a Greek geometer and astronomer noted for his writings on**conic**section s. especially in the field of**conics**, influenced**Kaynak:**Apollonius of PergaIn mathematics , the matrix representation of**conic**sections is one way of studying a**conic**section , its axis , vertices , foci , tangent**Kaynak:**Matrix representation of conic sectionsThe term “M-algebra” was used by Musès for investigation into a subset of his hypernumber concept (the 16 dimensional**conic**sedenion s and**Kaynak:**Musean hypernumberThe Albers equal-area**conic**projection, or Albers projection (named after Heinrich C. Albers), is a**conic**, equal area map projection**Kaynak:**Albers projectionThe hyperbola is one of the four kinds of**conic**section , formed by the intersection of a plane and a cone . The other**conic**sections are**Kaynak:**HyperbolaEvery**conic**surface is ruled and developable . In general, a conical surface consists of two congruent unbounded halves joined by the**Kaynak:**Conical surface