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A OPERAD

  • Operad
  • Generalization of associativity properties

    operad is a structure that consists of abstract operations, each one having a fixed finite number of inputs (arguments) and one output, as well as a specification

    Operad

    Operad

  • A∞-operad
  • In mathematics, an A∞-operad is a type of operad used in algebraic topology and homotopy theory to describe algebraic structures where the property of

    A∞-operad

    A∞-operad

  • Operad algebra
  • algebra, an operad algebra is an "algebra" over an operad. It is a generalization of an associative algebra over a commutative ring R, with an operad replacing

    Operad algebra

    Operad_algebra

  • E∞-operad
  • Infinite loop space

    In the theory of operads in algebra and algebraic topology, an E∞-operad is a parameter space for a multiplication map that is associative and commutative

    E∞-operad

    E∞-operad

  • Koszul duality
  • Various mathematical dualites

    who introduced the notion of a quadratic operad and defined the quadratic dual of such an operad. Very roughly, an operad is an algebraic structure consisting

    Koszul duality

    Koszul_duality

  • Lie operad
  • In mathematics, the Lie operad is an operad whose algebras are Lie algebras. The notion (at least one version) was introduced by Ginzburg & Kapranov (1994)

    Lie operad

    Lie_operad

  • Highly structured ring spectrum
  • Cohomology class

    algebra over the little interval operad. This is an example of an A ∞ {\displaystyle A_{\infty }} -operad, i.e. an operad of topological spaces which is

    Highly structured ring spectrum

    Highly_structured_ring_spectrum

  • J. Peter May
  • American mathematician (born 1939)

    sequence and for coining the term operad. May received a Bachelor of Arts degree from Swarthmore College in 1960 and a Doctor of Philosophy degree from

    J. Peter May

    J._Peter_May

  • Linear combination
  • Sum of terms, each multiplied with a scalar

    the most general sort of operation on a vector space – saying that a vector space is an algebra over the operad of linear combinations is precisely the

    Linear combination

    Linear combination

    Linear_combination

  • Alexander A. Voronov
  • Russian-American mathematician

    topology (see cactus operad). He is a Fellow of the American Mathematical Society, an AMS Centennial Fellow,, a Simons Fellow, and a 2010 Japan Society

    Alexander A. Voronov

    Alexander A. Voronov

    Alexander_A._Voronov

  • Multicategory
  • Generalization of the concept of category that allows morphisms of multiple arity

    morphisms in a multicategory are analogous to functions of several variables. Multicategories are also sometimes called operads, or colored operads. A (non-symmetric)

    Multicategory

    Multicategory

  • Dendroidal set
  • (colored symmetric) operads, also called symmetric multicategories, that simplicial sets have to categories. A dendroidal set is a contravariant functor

    Dendroidal set

    Dendroidal_set

  • Binary operation
  • Mathematical operation with two operands

    mathematics, a binary operation or dyadic operation is a rule for combining two elements (called operands) to produce another element. More formally, a binary

    Binary operation

    Binary operation

    Binary_operation

  • Algebra over a field
  • Vector space equipped with a bilinear product

    element for a description of an attempt to give to every ring a structure that behaves like an algebra over a field. Algebra over an operad Alternative

    Algebra over a field

    Algebra_over_a_field

  • Steve Shnider
  • geometry; supersymmetry; operads; and Hopf algebras. He retired in 2014. A 2002 book of Markl, Shnider and Stasheff Operads in algebra, topology, and

    Steve Shnider

    Steve_Shnider

  • Universal algebra
  • Theory of algebraic structures in general

    of a large class of categories (namely those having finite products). A more recent development in category theory is operad theory – an operad is a set

    Universal algebra

    Universal_algebra

  • PROP (category theory)
  • Type of monoidal category in category theory

    Rainer Vogt. Following them, J. P. May then introduced the term “operad”, which is a particular kind of PROP, for the object that Boardman and Vogt called

    PROP (category theory)

    PROP_(category_theory)

  • Pseudo-tensor category
  • be defined as a colored operad or multicategory. In particular, a pseudo-tensor category with a single object is the same as an operad. A pseudo-tensor

    Pseudo-tensor category

    Pseudo-tensor_category

  • Monad (category theory)
  • Operation in algebra and mathematics

    monads, monoidal approach to bicategorical structures and generalized operads". Theory and Applications of Categories. 30: 332–386. doi:10.70930/tac/nfe2xf1p

    Monad (category theory)

    Monad_(category_theory)

  • Satyan Devadoss
  • American mathematician

    San Diego. His research concerns topology and geometry, mostly seen through a discrete and computational lens, with inspiration coming from theoretical

    Satyan Devadoss

    Satyan_Devadoss

  • Planar algebra
  • planar operad is the set of all the planar tangles (up to isomorphism) with such compositions. A planar algebra is a representation of the planar operad; more

    Planar algebra

    Planar_algebra

  • Homotopy Lie algebra
  • exists a more abstract definition of a homotopy algebra using the theory of operads: that is, a homotopy Lie algebra is an algebra over an operad in the

    Homotopy Lie algebra

    Homotopy_Lie_algebra

  • Lie algebra
  • Algebraic structure used in analysis

    Index of a Lie algebra Leibniz algebra Lie algebra cohomology Lie algebra extension Lie algebra representation Lie bialgebra Lie coalgebra Lie operad Particle

    Lie algebra

    Lie algebra

    Lie_algebra

  • Category theory
  • General theory of mathematical structures

    Mathematics: A First Introduction to Categories (2nd ed.). Cambridge University Press. ISBN 978-0-521-89485-2. Leinster, Tom (2004). Higher Operads, Higher

    Category theory

    Category theory

    Category_theory

  • Deligne's conjecture on Hochschild cohomology
  • Kontsevich, Maxim; Soibelman, Yan (2000). "Deformations of algebras over operads and the Deligne conjecture". Conférence Moshé Flato 1999, Vol. I (Dijon)

    Deligne's conjecture on Hochschild cohomology

    Deligne's_conjecture_on_Hochschild_cohomology

  • Permutation category
  • Type of mathematical category

    equivalent as a category to the category of finite sets and bijections between them. Trimble n.d., § 1 Trimble, Todd H. "Notes on the Lie operad" (PDF). University

    Permutation category

    Permutation_category

  • Configuration space (mathematics)
  • Concept in mathematics

    (2010-02-20). "The homology of the little disks operad". p. 2. arXiv:math/0610236. Magnus, Wilhelm (1974). "Braid groups: A survey". Proceedings of the Second International

    Configuration space (mathematics)

    Configuration space (mathematics)

    Configuration_space_(mathematics)

  • Opetope
  • Polytope of operations

    define a weak n-category as a certain presheaf on the category of opetopes. higher-order operad Leinster, Tom (2004). "Opetopes". Higher Operads, Higher

    Opetope

    Opetope

  • String topology
  • Branch of topology

    action of a cactus operad on the free loop space L M {\displaystyle LM} . The cactus operad is weakly equivalent to the framed little disks operad and its

    String topology

    String_topology

  • Cartesian product of graphs
  • Operation in graph theory

    Sistemy, 9: 30–43, MR 0209178. Weber, Mark (2013), "Free products of higher operad algebras", Theory and Applications of Categories, 28 (2): 24–65. Weisstein

    Cartesian product of graphs

    Cartesian product of graphs

    Cartesian_product_of_graphs

  • Mikhail Kapranov
  • Russian mathematician (born 1962)

    algebraic surfaces. In 1998 Kapranov was an Invited Speaker with talk Operads and Algebraic Geometry at the International Congress of Mathematicians

    Mikhail Kapranov

    Mikhail_Kapranov

  • Poincaré lemma
  • Mathematical condition

    Kontsevich, Maxim; Soibelman, Yan (2000). "Deformations of algebras over operads and Deligne's conjecture". Conférence Moshé Flato 1999: Quantization, Deformations

    Poincaré lemma

    Poincaré_lemma

  • William Gerard Dwyer
  • American mathematician

    International Congress of Mathematicians. Vol. 2. pp. 433–442. "Introduction to Operads (William Dwyer @ MSRI)". YouTube. 5 August 2014. (See operad.)

    William Gerard Dwyer

    William_Gerard_Dwyer

  • Tom Leinster
  • Mathematician

    graduated in 2000 with a PhD from the University of Cambridge. His PhD thesis Operads in Higher-Dimensional Category Theory was supervised by Martin Hyland.

    Tom Leinster

    Tom Leinster

    Tom_Leinster

  • Zinbiel algebra
  • 195–213. Ginzburg, Victor; Kapranov, Mikhail (1994). "Koszul duality for operads". Duke Mathematical Journal. 76: 203–273. arXiv:0709.1228. doi:10

    Zinbiel algebra

    Zinbiel_algebra

  • Free Lie algebra
  • of a link group are related to the free Lie algebra on the components of the link, as discussed in that article. See also Lie operad for the use of a free

    Free Lie algebra

    Free_Lie_algebra

  • En-ring
  • Symmetric monoidal infinity category

    that A is an algebra in C over the little n-disks operad. An E n {\displaystyle {\mathcal {E}}_{n}} -algebra in vector spaces over a field is a unital

    En-ring

    En-ring

  • Vertex operator algebra
  • Algebra used in 2D conformal field theories and string theory

    Borcherds's later work on singular commutative rings, algebras over certain operads on curves introduced by Huang, Kriz, and others, D-module-theoretic objects

    Vertex operator algebra

    Vertex_operator_algebra

  • Ismar Volić
  • Bosnian-American mathematician

    Mathematical Social Sciences, 114 (2021), 39–57 "Formality of the little N-discs operad", with P. Lambrechts, Memoirs of the American Mathematical Society, 239

    Ismar Volić

    Ismar Volić

    Ismar_Volić

  • Grothendieck–Teichmüller group
  • Mathematical group

    ISBN 978-0-521-59642-8, MR 1483118 Fresse, Benoit (2017), Homotopy of Operads and Grothendieck-Teichmüller Groups: Part 2: The Applications of (Rational)

    Grothendieck–Teichmüller group

    Grothendieck–Teichmüller_group

  • Associahedron
  • Convex polytope of parenthesizations

    Foundation. Holtkamp, Ralf (2006), "On Hopf algebra structures over free operads", Advances in Mathematics, 207 (2): 544–565, arXiv:math/0407074, doi:10

    Associahedron

    Associahedron

    Associahedron

  • E∞
  • Topics referred to by the same term

    ring, a commutative ring construct in homotopy theory E∞-operad, a set of contractible maps that are commutative and associative E-infinity theory, a fringe

    E∞

    E∞

  • Glossary of algebraic topology
  • Mathematics glossary

    “monad”. See operad. orbibundle orbibundle. orbit category orientation 1.  The orientation covering (or orientation double cover) of a manifold is a two-sheeted

    Glossary of algebraic topology

    Glossary_of_algebraic_topology

  • David Spivak
  • American mathematician

    to non-mathematicians." Spivak has also studied dynamical systems and operads, originating the operadic approach to wiring diagram syntax. His unpublished

    David Spivak

    David Spivak

    David_Spivak

  • Schröder–Hipparchus number
  • Number in combinatorics

    Studies in Ancient Philosophy, XL: 157–188. Weisstein, Eric W., "Super Catalan Number", MathWorld The Hipparchus Operad, The n-Category Café, April 1, 2013

    Schröder–Hipparchus number

    Schröder–Hipparchus number

    Schröder–Hipparchus_number

  • Noncommutative algebraic geometry
  • Branch of mathematics

    conjecture about affine space.) In this line of the approach, the notion of operad, a set or space of operations, becomes prominent: in the introduction to

    Noncommutative algebraic geometry

    Noncommutative_algebraic_geometry

  • Glossary of areas of mathematics
  • linear algebra Contents:  Top A B C D E F G H I J K L M N O P Q R S T U V W X Y Z See also References Operad theory a type of abstract algebra concerned

    Glossary of areas of mathematics

    Glossary_of_areas_of_mathematics

  • Differential graded module
  • Mathematical concept

    Eilenberg, Homological algebra Fresse, Benoit (21 April 2017). Homotopy of Operads and Grothendieck-Teichmuller Groups. Mathematical Surveys and Monographs

    Differential graded module

    Differential_graded_module

  • Olog
  • Mathematical framework for knowledge representation

    Ontology language Operad theory Orgology Universal algebra Universal logic Spivak, David I.; Kent, Robert E. (31 January 2012). "Ologs: A Categorical Framework

    Olog

    Olog

    Olog

  • Pseudoalgebra
  • 2-category version of algebra

    the laws up to coherent isomorphisms. Operad Shulman, Michael A. (2012). "Not every pseudoalgebra is equivalent to a strict one". Advances in Mathematics

    Pseudoalgebra

    Pseudoalgebra

  • Homotopy associative algebra
  • (2003-10-21), Sur les A-infini catégories, arXiv:math/0310337, Bibcode:2003math.....10337L Vallette, Bruno (2012-02-15). "Algebra+Homotopy=Operad". arXiv:1202

    Homotopy associative algebra

    Homotopy_associative_algebra

  • Pre-Lie algebra
  • Chapoton, F.; Livernet, M. (2001), "Pre-Lie algebras and the rooted trees operad", International Mathematics Research Notices, 2001 (8): 395–408, arXiv:math/0002069

    Pre-Lie algebra

    Pre-Lie_algebra

  • Jean-Louis Loday
  • French mathematician (1946–2012)

    S2CID 16865683. Loday, Jean-Louis; Vallette, Bruno (2012), Algebraic Operads (PDF), Grundlehren der Mathematischen Wissenschaften, vol. 346, Berlin

    Jean-Louis Loday

    Jean-Louis_Loday

  • Timeline of category theory and related mathematics
  • History of maths

    21, 1996). "The Pre-History Of Operads". In Loday, Jean-Louis; Stasheff, James D.; Voronov, Alexander A. (eds.). Operads: Proceedings of Renaissance Conferences

    Timeline of category theory and related mathematics

    Timeline_of_category_theory_and_related_mathematics

  • Michel Lazard
  • French mathematician (1924–1987)

    (Lazard's universal ring) is a polynomial ring. The concept of "analyseurs", reinvented by J. Peter May under the name operads. In 1958, Lazard was the first

    Michel Lazard

    Michel Lazard

    Michel_Lazard

  • Leibniz algebra
  • S2CID 121944962. Ginzburg, V.; Kapranov, M. (1994). "Koszul duality for operads". Duke Math. J. 76: 203–273. arXiv:0709.1228. doi:10.1215/s0012-7094-94-07608-4

    Leibniz algebra

    Leibniz_algebra

  • Higher category theory
  • Generalization of category theory

    "Categorification". arXiv:math/9802029. Leinster, Tom (2004). Higher Operads, Higher Categories. Cambridge University Press. arXiv:math.CT/0305049.

    Higher category theory

    Higher_category_theory

  • Coherency (homotopy theory)
  • Standard that diagrams must satisfy up to isomorphism

    Différentielle Catégoriques. 41 (4): 255–304. Leinster, Tom (22 July 2004). Higher Operads, Higher Categories. Cambridge University Press. ISBN 978-0-521-53215-0

    Coherency (homotopy theory)

    Coherency_(homotopy_theory)

  • Victor Ginzburg
  • Russian American mathematician (born 1957)

    Furthermore, Ginzburg and Mikhail Kapranov developed Koszul duality theory for operads. In noncommutative geometry, Ginzburg defined, following earlier ideas

    Victor Ginzburg

    Victor Ginzburg

    Victor_Ginzburg

  • Glossary of category theory
  • "colored operad" is more primitive than that of operad: in fact, an operad can be defined as a colored operad with a single object. comma Given functors f : C

    Glossary of category theory

    Glossary_of_category_theory

  • Jim Stasheff
  • American mathematician

    associahedron (also called the Stasheff polytope), ideas leading to the theory of operads; homotopy theoretic approaches to Hilbert's fifth problem on the characterization

    Jim Stasheff

    Jim Stasheff

    Jim_Stasheff

  • New York City Opera
  • Opera company based in New York City

    Age. April 30, 1955. p. 19. "Strauss Created New Orchestra in Writing His Operad Ariadne". Montreal Gazette. November 26, 1946. Rebecca Paller (October 12

    New York City Opera

    New York City Opera

    New_York_City_Opera

  • Derived algebraic geometry
  • Branch of mathematics

    commutative ring Derivator Algebra over an operad En-ring Higher Topos Theory ∞-topos étale spectrum Khan, Adeel A. (2019). "Brave new motivic homotopy theory

    Derived algebraic geometry

    Derived_algebraic_geometry

  • Clone (algebra)
  • Concept in universal algebra in mathematics

    elements of (Cm)n. This induces a bijective correspondence between Lawvere theories and abstract clones. Term algebra Operad Denecke, Klaus (2003). "Menger

    Clone (algebra)

    Clone_(algebra)

  • Differential graded algebra
  • Algebraic structure in homological algebra

    Deformation Theory. I (PDF) Loday, Jean-Louis; Vallette, Bruno (2012), Algebraic Operads, Grundlehren der mathematischen Wissenschaften, vol. 346, Heidelberg, New

    Differential graded algebra

    Differential_graded_algebra

  • Dialgebra
  • Frabetti, Alessandra; Goichot, François (eds.). Dialgebras and Related Operads. Lecture Notes in Mathematics. Vol. 1763. Springer. pp. 7–66. doi:10.1007/3-540-45328-8_2

    Dialgebra

    Dialgebra

  • Cyclic order
  • Alternative mathematical ordering

    (1997), "From operads to 'physically' inspired theories", in Loday, Jean-Louis; Stasheff, James D.; Voronov, Alexander A. (eds.), Operads: Proceedings

    Cyclic order

    Cyclic order

    Cyclic_order

  • Charles Rezk
  • American mathematician

    1991 with B.A. and M.A. in mathematics. In 1996 he received his PhD from MIT with thesis Spaces of Algebra Structures and Cohomology of Operads and advisor

    Charles Rezk

    Charles_Rezk

  • Path space fibration
  • see the introduction of Lurie's paper, leading to the notion of an operad.) Given a based space ( X , ∗ ) {\displaystyle (X,*)} , we let P ′ X = { f :

    Path space fibration

    Path_space_fibration

  • Koszul algebra
  • Process in mathematics

     337–350, MR 1767430. Loday, Jean-Louis; Vallette, Bruno (2012), Algebraic operads (PDF), Grundlehren der Mathematischen Wissenschaften [Fundamental Principles

    Koszul algebra

    Koszul_algebra

  • S-object
  • Getzler & Jones 1994, § 1 Getzler, Ezra; Jones, J. D. S. (1994-03-08). "Operads, homotopy algebra and iterated integrals for double loop spaces". arXiv:hep-th/9403055

    S-object

    S-object

  • Ieke Moerdijk
  • Dutch mathematician

    the theory of operads, on the logic structure of quantum information theory, and on dendroidal sets. Moerdijk has written more than a hundred publications

    Ieke Moerdijk

    Ieke Moerdijk

    Ieke_Moerdijk

  • Cyclohedron
  • Polytope associated with combinatorial problems

    "A type-B associahedron". Advances in Applied Mathematics. 30 (1–2): 2–25. doi:10.1016/S0196-8858(02)00522-5. Stasheff, Jim (1997), "From operads to

    Cyclohedron

    Cyclohedron

    Cyclohedron

  • Askar Dzhumadildayev
  • Kazakh mathematician and physicist (born 1956)

    Dzhumadildaev A.S., Codimension growth and non-Koszulity of Novikov operad // Communications in Algebra. – 2011. – V. 39, No.8. – P. 2943–2952. Dzhumadildaev A.S

    Askar Dzhumadildayev

    Askar_Dzhumadildayev

  • Mac Lane's coherence theorem
  • Theorem in category theory

    ISSN 1076-9803. Loday, Jean-Louis; Vallette, Bruno (8 August 2012). Algebraic Operads. Grundlehren der mathematischen Wissenschaften. Vol. 346. Springer. doi:10

    Mac Lane's coherence theorem

    Mac_Lane's_coherence_theorem

  • Augmentation (algebra)
  • {\displaystyle k[x]} . Loday, Jean-Louis; Vallette, Bruno (2012). Algebraic operads. Grundlehren der Mathematischen Wissenschaften. Vol. 346. Berlin: Springer-Verlag

    Augmentation (algebra)

    Augmentation_(algebra)

  • Deformation quantization
  • 1999). "Operads and Motives in Deformation Quantization". Letters in Mathematical Physics. 48 (1): 35–72. arXiv:math/9904055. doi:10.1023/A:1007555725247

    Deformation quantization

    Deformation_quantization

  • Ralph Kaufmann
  • German mathematician

    topology, invented by Moira Chas and Dennis Sullivan, and operad theory. Here he first proved a cyclic version of Pierre Deligne's conjecture in deformation

    Ralph Kaufmann

    Ralph Kaufmann

    Ralph_Kaufmann

  • Piecewise algebraic space
  • Generalization of a semialgebraic set

    S2CID 50187913. Maxim Kontsevich and Yan Soibelman. “Deformations of algebras over operads and the Deligne conjecture”. In: Conférence Moshé Flato 1999, Vol. I (Dijon)

    Piecewise algebraic space

    Piecewise_algebraic_space

  • Functor category
  • Mathematical structures in category theory

    morphisms is therefore a cartesian closed category. Mathematics portal Diagram (category theory) Tom Leinster (2004). Higher Operads, Higher Categories.

    Functor category

    Functor_category

  • Leila Schneps
  • American mathematician and novelist

    "Grothendieck–Teichmüller groups", Grothendieck–Teichmüller Groups, Deformation and Operads, archived from the original on 2014-03-09, retrieved 2014-01-02 Schneps

    Leila Schneps

    Leila Schneps

    Leila_Schneps

  • Weak n-category
  • Higher category theory concept

    ISBN 978-1-4419-1523-8. Leinster, Tom (2001). "A Survey of Definitions of n-Category". arXiv:math/0107188. Leinster, Tom (2004a). "Operads in Higher-Dimensional Category

    Weak n-category

    Weak_n-category

  • Derived tensor product
  • (under construction) Lecture 4 of Part II of Moerdijk-Toen, Simplicial Methods for Operads and Algebraic Geometry Ch. 2.2. of Toen-Vezzosi's HAG II v t e

    Derived tensor product

    Derived_tensor_product

  • Graduate Studies in Mathematics
  • Graduate-level textbooks in mathematics

    Graduate Studies in Mathematics (GSM) is a series of graduate-level textbooks in mathematics published by the American Mathematical Society (AMS). The

    Graduate Studies in Mathematics

    Graduate_Studies_in_Mathematics

  • Bergman's diamond lemma
  • Gröbner bases for non-commutative algebra

    Hecke algebras. For category algebras. For small categories. For shuffle operads. The lemma has been used to prove the Poincaré–Birkhoff–Witt theorem. Rogalski

    Bergman's diamond lemma

    Bergman's_diamond_lemma

  • Chenchang Zhu
  • Mathematician

    (2020), whose dissertation was entitled Symmetric Homotopy Theory for Operads and Weak Lie 3-Algebras, Du Li (2014), whose dissertation was entitled

    Chenchang Zhu

    Chenchang_Zhu

  • Distributive law between monads
  • F.; Markl, M. (1997). "Distributive laws, bialgebras, and cohomology". Operads: Proceedings of Renaissance Conferences. Contemporary Mathematics. Vol

    Distributive law between monads

    Distributive law between monads

    Distributive_law_between_monads

  • Nathalie Wahl
  • Belgian mathematician

    journal paper. She completed a Ph.D. at the University of Oxford in 2001, with a dissertation Ribbon Graphs and Related Operads in algebraic topology supervised

    Nathalie Wahl

    Nathalie_Wahl

AI & ChatGPT searchs for online references containing A OPERAD

A OPERAD

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A OPERAD

  • BOGUMIŁA
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Online names & meanings

  • Derrick
  • Boy/Male

    African, American, Australian, British, Chinese, Christian, Danish, Dutch, English, French, German, Jamaican, Swedish

    Derrick

    Ruler of the People; Form of Derek; Ruler; People's Ruler; First of the People; King of Nations

  • Swadhi
  • Girl/Female

    Hindu, Indian, Marathi, Tamil

    Swadhi

    Well Minded; Thoughtful

  • Bonifas
  • Surname or Lastname

    English

    Bonifas

    English : variant of Boniface.

  • Nyasa
  • Girl/Female

    Hindu

    Nyasa

    Sarovar, Type of Shakti

  • Shanmuga
  • Boy/Male

    Hindu, Indian, Mythological

    Shanmuga

    Kartikeya; First Son of Lord Shiva

  • Rotger
  • Boy/Male

    Teutonic

    Rotger

    Famous fighter.

  • Dharnidhar
  • Boy/Male

    Hindu

    Dharnidhar

  • Moorthy
  • Boy/Male

    Indian, Tamil

    Moorthy

    Lord of Krishna

  • Ashbah
  • Girl/Female

    Indian

    Ashbah

    Pure as water, Pearl

  • Adrienne
  • Girl/Female

    Christian & English(British/American/Australian)

    Adrienne

    Feminine of Adrian

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A OPERAD

  • Tete-a-tete
  • a.

    Private; confidential; familiar.

  • A
  • prep.

    In; on; at; by.

  • Mesogl/a
  • n.

    A thin gelatinous tissue separating the ectoderm and endoderm in certain coelenterates.

  • Black-a-vised
  • a.

    Dark-visaged; swart.

  • Otorrh/a
  • n.

    A flow or running from the ear, esp. a purulent discharge.

  • Cock-a-hoop
  • a.

    Boastful; defiant; exulting. Also used adverbially.

  • All-a-mort
  • a.

    See Alamort.

  • A
  • prep.

    In process of; in the act of; into; to; -- used with verbal substantives in -ing which begin with a consonant. This is a shortened form of the preposition an (which was used before the vowel sound); as in a hunting, a building, a begging.