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Mathematical operation
the Cayley transform, named after Arthur Cayley, is any of a cluster of related things. As originally described by Cayley (1846), the Cayley transform is
Cayley_transform
when k is even, exhibit similar covariances under Möbius transform including the Cayley transform. When ax+b and cx+d are non-zero they are both members
Clifford_analysis
Matrix representing a Euclidean rotation
skew-symmetric; thus we can recover the original matrix using the Cayley transform, A ↦ ( I + A ) ( I − A ) − 1 , {\displaystyle A\mapsto (I+A)(I-A)^{-1}
Rotation_matrix
English mathematician (1821–1895)
Cayley's formula Cayley–Klein metric Cayley–Klein model of hyperbolic geometry Cayley's Ω process Cayley surface Cayley transform Cayley's nodal cubic surface
Arthur_Cayley
Integral transform and linear operator
correspondence. Another more direct connection is provided by the Cayley transform C(x) = (x – i) / (x + i), which carries the real line onto the circle
Hilbert_transform
Graph defined from a mathematical group
In mathematics, a Cayley graph, also known as a Cayley color graph, Cayley diagram, group diagram, or color group, is a graph that encodes the abstract
Cayley_graph
engineering Cayley graph Cayley numbers Cayley plane Cayley table Cayley transform Cayleyan Cayley–Bacharach theorem Cayley–Dickson construction Cayley–Hamilton
List of things named after Arthur Cayley
List_of_things_named_after_Arthur_Cayley
Möbius transformation generalized to rings other than the complex numbers
matrices. An example of such linear fractional transformation is the Cayley transform, which was originally defined on the 3 × 3 real matrix ring. Linear
Linear fractional transformation
Linear_fractional_transformation
Open convex self-dual cones
αj < 1. Taking the Cayley transform of z, it follows that every w in T can be written w = k∘ C Σ αjej, with C the Cayley transform and k in KT. Since
Symmetric_cone
Operation on self-adjoint operators
{\displaystyle \pm i} . Another way of looking at the issue is provided by the Cayley transform of a self-adjoint operator and the deficiency indices. Theorem—Suppose
Extensions of symmetric operators
Extensions_of_symmetric_operators
Form of a matrix
condition for D {\displaystyle D} to have positive entries is added. Cayley transform Symmetric matrix Skew-Hermitian matrix Symplectic matrix Symmetry in
Skew-symmetric_matrix
theorem Amplitwist Antiderivative (complex analysis) Bôcher's theorem Cayley transform Harmonic conjugate Hilbert's inequality Method of steepest descent
List of complex analysis topics
List_of_complex_analysis_topics
Manifold with inversion symmetry
be described using Cayley transforms. For each copy of SU(2) defined by one of the noncompact roots ψi, there is a Cayley transform ci which as a Möbius
Hermitian_symmetric_space
System of complete and orthogonal polynomials
orthogonal functions on [0, ∞). They are obtained by composing the Cayley transform with Legendre polynomials. A rational Legendre function of degree n
Legendre_polynomials
Mathematical descriptions of a rotation group
and this is the exponential map in Lie theory; Cayley rational parameters, based on the Cayley transform, usable in all characteristics; Möbius transformations
Charts_on_SO(3)
Involutive change of basis in linear algebra
Hadamard transform (also known as the Walsh–Hadamard transform, Hadamard–Rademacher–Walsh transform, Walsh transform, or Walsh–Fourier transform) is an
Hadamard_transform
Model of hyperbolic geometry
\mathbb {H} } of the upper half plane is given by the inverse of the Cayley transform C : H → D {\textstyle C:\mathbb {H} \to \mathbb {D} } : C − 1 ( u )
Poincaré_disk_model
Type of function
are required on [0, ∞). In this case it is convenient to apply the Cayley transform first, to bring the argument into [−1, 1]. This procedure results in
Orthogonal_functions
Set of points at distance less than one from a given point
{\displaystyle g(z)=i{\frac {1+z}{1-z}}} which is the inverse of the Cayley transform. Geometrically, one can imagine the real axis being bent and shrunk
Unit_disk
Probability problem
tridiagonal model of positive Hankel kernels. An explicit calculation of the Cayley transform of T shows the connection with what is called the Nevanlinna class
Hamburger_moment_problem
Non-Euclidean geometry
Clifford surfaces. The versor points of elliptic space are mapped by the Cayley transform to R 3 {\displaystyle \mathbb {R} ^{3}} for an alternative representation
Elliptic_geometry
Mathematical concept
Rosenblum and Devinatz, the two Hilbert transforms can be related using the Cayley transform. The Hilbert transform HR on L2(R) is defined by H R f ^ = (
Singular integral operators of convolution type
Singular_integral_operators_of_convolution_type
Statement in complex analysis
Schwarz–Pick theorem mentioned above: One just needs to remember that the Cayley transform W ( z ) = ( z − i ) / ( z + i ) {\displaystyle W(z)=(z-i)/(z+i)} maps
Schwarz_lemma
Upper-half plane model of hyperbolic non-Euclidean geometry
R ) {\displaystyle \operatorname {PSL} _{2}(\mathbb {R} )} . The Cayley transform provides an isometry between the half-plane model and the Poincaré
Poincaré_half-plane_model
Mathematical metric in geometry
In mathematics, a Cayley–Klein metric is a metric on the complement of a fixed quadric in a projective space which is defined using a cross-ratio. The
Cayley–Klein_metric
Projective line over the real numbers
linear fractional transformation mapping (0, 1, ∞) to (−1, 0, 1) is the Cayley transform x ↦ x − 1 x + 1 {\displaystyle x\mapsto {\frac {x-1}{x+1}}} . The stabilizer
Real_projective_line
Type of matrix
skew-symmetric matrices to rotation matrices is quite different from the Cayley transform discussed earlier, differing to 3rd order, e 2 A − I + A I − A = −
Infinitesimal_rotation_matrix
Formula for 3D vector rotation
Valentini, G. Figliolini, J. Angeles (2016), "Dual Cayley–Klein parameters and Möbius transform: Theory and applications", Mechanism and Machine Theory
Euler–Rodrigues_formula
Linear operator defined on a dense linear subspace
via adjoint operators. A symmetric operator is often studied via its Cayley transform. An operator T on a complex Hilbert space is symmetric if and only
Unbounded_operator
Quaternion of norm 1 (unit quaternion)
Clifford parallels. One of the methods of viewing elliptic space uses the Cayley transform to map the versors to R 3 . {\displaystyle \ \mathbb {R} ^{3}~
Versor
Representation theory of the symplectic group
Hilbert spaces of holomorphic functions on the unit disk; or, using the Cayley transform, on the upper half plane. The even functions correspond to holomorphic
Oscillator_representation
can be realized on functions on the circle or on the real line: the Cayley transform provides the unitary equivalence between the two realizations. In fact
Uniformly bounded representation
Uniformly_bounded_representation
useful in the study of boundary geometry, transversality, and the Cayley transform. For the Cartan type I classical domain D p , q = { Z ∈ M q , p ( C
Shilov_boundary
Type of function in mathematics
orthogonal functions on [0, ∞). They are obtained by composing the Cayley transform with Legendre polynomials. A rational Legendre function of degree n
Legendre_rational_functions
Rational function of the form (az + b)/(cz + d)
x's as homogeneous coordinates and {x | Q(x) = 0}, the null cone, as the Cayley absolute for a hyperbolic space of points {x | Q(x) < 0}. Next, Coxeter
Möbius_transformation
Function theory with quaternion variable
{\displaystyle \ f(x)=x^{-1}\ ,} the derivative is and the components are: Cayley transform Quaternionic manifold Deavours (1973) recalls a 1935 issue of Commentarii
Quaternionic_analysis
Problem in complex analysis
concerned functions with positive real part. Under a linear fractional Cayley transform, his result holds on maps from the disk to the disk. Pick–Nevanlinna
Nevanlinna–Pick_interpolation
Space of complex matrices with positive definite imaginary part
( g ) . {\displaystyle \mathrm {Sp} (2g,\mathbb {R} )/U(g).} Via a Cayley transform, H g {\displaystyle {\mathcal {H}}_{g}} is biholomorphic to a bounded
Siegel_upper_half-space
Powered aircraft with wings
controlled heavier-than-air powered flight". They built on the works of George Cayley, dating from 1799, when he set forth the concept of the modern airplane
Airplane
Partial differential equation
since the two regions are related by a Möbius transformation (the Cayley transform), the two cases are essentially the same. For the upper halfplane Im
Beltrami_equation
Theorem of analytic continuations
z ¯ {\displaystyle \partial /\partial {\overline {z}}} . Using the Cayley transform between the circle and the real line, this argument can be rephrased
Edge-of-the-wedge_theorem
biholomorphic to the unit ball in C n {\displaystyle \mathbb {C} ^{n}} via the Cayley transform ( w , z ) ↦ ( w − i w + i , 2 z w + i ) . {\displaystyle (w,z)\mapsto
Complex_hyperbolic_space
Algebraic surface defined by a cubic polynomial
isomorphic to P 1 {\displaystyle \mathbf {P} ^{1}} .) More precisely, Arthur Cayley and George Salmon showed in 1849 that every smooth cubic surface over an
Cubic_surface
Matrix operation which flips a matrix over its diagonal
of a matrix was introduced in 1858 by the British mathematician Arthur Cayley. The transpose of a matrix A, denoted by AT, TA, Atr, tA or At, may be constructed
Transpose
parameter, called the reflection coefficient or the Szegő parameter. Cayley transform Schur class Favard's theorem Bultheel, A. (2001) [1994], "Szegö polynomial"
Szegő_polynomial
The upper half-plane can be identified with the unit disc by the Cayley transform. Under this identification G becomes identified with the group SU(1
Zonal_spherical_function
there is no action of PSL(2,C) on X, so no analogous Cayley transform. A partial Cayley transform can be defined in that case for any given maximal tripotent
Mutation_(Jordan_algebra)
Mathematical functions of split-complex numbers
regions can be compared: For example, on the ordinary complex plane, the Cayley transform carries the upper half-plane to the unit disk, thus bounding it. A
Motor_variable
Array of numbers
Arthur Cayley, vol. II, Cambridge University Press, 1889, pp. 475–496. Cayley, Arthur (1889), The collected mathematical papers of Arthur Cayley, vol. I
Matrix_(mathematics)
Austrian Catholic priest and philosopher (1926–2002)
Guardian. Retrieved January 11, 2018. Cayley, David (January 16, 2019). "Ivan Illich as an esoteric writer". David Cayley. Retrieved May 31, 2020. Taylor,
Ivan_Illich
Cubic Nodal Surface
In algebraic geometry, the Cayley surface, named after Arthur Cayley, is a cubic nodal surface in 3-dimensional projective space with four conical points
Cayley's_nodal_cubic_surface
Mathematical model of ferromagnetism in statistical mechanics
solution of the zero-field, time-independent Barth (1981) model for closed Cayley trees of arbitrary branching ratio, and thereby, arbitrarily large dimensionality
Ising_model
Real square matrix whose columns and rows are orthogonal unit vectors
in a Euclidean Space, § 14. Polar Decomposition of an Operator and the Cayley Formulas in a Euclidean Space, § 15. Commuting Normal Operators; X. Quadratic
Orthogonal_matrix
led to the development of modern aerodynamics; most notably by Sir George Cayley. Balloons, both free-flying and tethered, began to be used for military
History_of_aviation
Type of algebras, possibly non associative
composition algebra over a field K can be obtained by repeated application of the Cayley–Dickson construction starting from K (if the characteristic of K is different
Composition_algebra
Cubic graph with 10 vertices and 15 edges
symmetry, the Petersen graph is not a Cayley graph. It is the smallest vertex-transitive graph that is not a Cayley graph. The Petersen graph has a Hamiltonian
Petersen_graph
Isomorphism of projective spaces in geometry
}1&n\\0&1\end{pmatrix}}={\begin{pmatrix}1&0\\0&1\end{pmatrix}}.} Arthur Cayley was interested in periodicity when he calculated iterates in 1879. In his
Homography
Branch of mathematics
number systems also used the idea of a linear space with a basis. Arthur Cayley introduced matrix multiplication and the inverse matrix in 1856, making
Linear_algebra
German mathematician and astronomer (1790–1868)
Before 1853 and Schläfli's discovery of the 4-polytopes, Möbius (with Cayley and Grassmann) was one of only three other people who had also conceived
August_Ferdinand_Möbius
been contaminated by small errors from imperfect computer arithmetic. The Cayley–Hamilton theorem allows the inverse of A to be expressed in terms of det(A)
Methods_of_matrix_inversion
Commutative, associative algebra of two complex dimensions
bicomplex number is a pair (w, z) of complex numbers constructed by the Cayley–Dickson process that defines the bicomplex conjugate ( w , z ) ∗ = ( w
Bicomplex_number
On the number of spanning trees in a graph
graph data in polynomial time. Kirchhoff's theorem is a generalization of Cayley's formula which provides the number of spanning trees in a complete graph
Kirchhoff's_theorem
Quantum-safe key encapsulation mechanism
(from 7681) Ciphertext compression parameters changed Number-theoretic transform (NTT) definition changed along the lines of NTRU for faster polynomial
ML-KEM
Bengali lawyer and mathematician (1864-1924)
Functions" was praised by the distinguished British mathematician Arthur Cayley as a contribution of "outstanding merit." He determined several crucial
Ashutosh_Mukherjee
Four-dimensional number system
numbers. From this perspective, quaternions are the result of applying the Cayley–Dickson construction to the complex numbers. This is a generalization of
Quaternion
Heavier-than-air aircraft with fixed wings generating aerodynamic lift
Sir George Cayley laid out the concept of the modern airplane as a fixed-wing machine with systems for lift, propulsion, and control. Cayley was building
Fixed-wing_aircraft
many terms used in invariant theory can be found in (Sylvester 1853), (Cayley 1860), (Burnside & Panton 1881), (Salmon 1885), (Elliott 1895), (Grace &
Glossary_of_invariant_theory
Coordinate system for digital imaging
addressing schema for hexagonal and honeycomb networks with isomorphic cayley graphs,” in Proc. 1st Int. Multi-Symp. on Computer and Computational Sciences
Hexagonal Efficient Coordinate System
Hexagonal_Efficient_Coordinate_System
Tectonic belt of earthquakes and volcanoes
but only 6 are directly related to subduction: Bridge River Cones, Mount Cayley, Mount Garibaldi, Garibaldi Lake, Silverthrone Caldera, and Mount Meager
Ring_of_Fire
Decomposition of a graph into hamiltonion cycles
of the group. Infinitely many 6-regular Cayley graphs have no Hamiltonian decomposition, and there exist Cayley graphs of arbitrarily large even degree
Hamiltonian_decomposition
Method for the construction of fractals
then one may visualize the monoid as a full k-ary tree, also known as a Cayley tree. Sometimes each function fi is required to be a linear, or more generally
Iterated_function_system
fixed-point theorem (algebraic geometry) Castelnuovo theorem (algebraic geometry) Cayley–Salmon theorem (algebraic surfaces) Chasles' theorem (algebraic geometry)
List_of_theorems
Number of orderings allowing ties
race. The ordered Bell numbers were studied in the 19th century by Arthur Cayley and William Allen Whitworth. They are named after Eric Temple Bell, who
Ordered_Bell_number
Type of geometry
map the unit disc to itself. The distance between points is given by a Cayley–Klein metric, known to be invariant under the translations since it depends
Projective_geometry
Non-commutative group with 6 elements
this group. We can then summarize the group operations in the form of a Cayley table: Note that non-equal non-identity elements only commute if they are
Dihedral_group_of_order_6
Special orthogonal group
the German mathematician Felix Klein this formula was already known to Cayley in 1854. Quaternion multiplication is associative. Therefore, P ′ = ( Q
Rotations in 4-dimensional Euclidean space
Rotations_in_4-dimensional_Euclidean_space
Type of non-Euclidean geometry
introduced by Felix Klein in 1871. Klein followed an initiative of Arthur Cayley to use the transformations of projective geometry to produce isometries
Hyperbolic_geometry
Dark fantasy television series (2005–2020)
companion. Season 3. London: Titan Publishing Group. ISBN 9781848561038. Dobie, Cayley (February 8, 2019). "The Burnaby studio home to Supernatural celebrated
Supernatural (American TV series)
Supernatural_(American_TV_series)
Most populous city in Canada
Launched". GameBids.com. Archived from the original on October 19, 2008. Cayley, Shawn (August 12, 2014). "Countdown is on to Pan American and Parapan American
Toronto
Post-quantum digital signature scheme
an elliptic curve endomorphism that can be transformed to a signature scheme using the Fiat–Shamir transform. It promises small key sizes between 64 and
SQIsign
Graph drawing used to study Riemann surfaces
π n {\displaystyle {\tfrac {\pi }{n}}} ), the associated dessin is the Cayley graph given by the order two and order three generators of the group, or
Dessin_d'enfant
Type of group in abstract algebra
invariant theory, the representation theory of Lie groups, and combinatorics. Cayley's theorem states that every group G {\displaystyle G} is isomorphic to a
Symmetric_group
Matrix with the same number of rows and columns
They may be complex even if the entries of A are real. According to the Cayley–Hamilton theorem, pA(A) = 0, that is, the result of substituting the matrix
Square_matrix
Invariant in projective geometry
projective plane and a quadruple of points on the Riemann sphere. In the Cayley–Klein model of hyperbolic geometry, the distance between points is expressed
Cross-ratio
Cryptographic method
Falcon uses a divide and conquer approach similar to the Fast Fourier transform with some added noise to find the two polynomials without leaking too
Falcon_(signature_scheme)
Differential equation containing derivatives with respect to only one variable
solutions he opened a field worked by various writers, notably Casorati and Cayley. To the latter is due (1872) the theory of singular solutions of differential
Ordinary differential equation
Ordinary_differential_equation
Work of electronic literature
story creator who used interaction methods similar to Pry is John Cayley. Many of Cayley’s works used text-within-text and word replacements methods to morph
Pry_(novel)
History of a branch of mathematics
in Arthur Cayley's 1854 paper On the theory of groups, as depending on the symbolic equation θ n = 1 {\displaystyle \theta ^{n}=1} . Cayley proposed that
History_of_group_theory
Strong earthquake in Victoria, Australia
east coast tremors: Geophysicist". The Age. Retrieved 22 September 2021. Cayley, R. A., Korsch, R. J., Moore, D. H., Costelloe, R. D., Nakamura, A., Willman
2021_Mansfield_earthquake
Square matrix constructed from a monic polynomial
37\leq \omega <3} . Respective algorithms is given by Frobenius endomorphism Cayley–Hamilton theorem Krylov subspace Horn, Roger A.; Charles R. Johnson (1985)
Companion_matrix
Number with a real and an imaginary part
ones; the sedenions, the next step in the Cayley–Dickson construction, fail to have this structure. The Cayley–Dickson construction is closely related to
Complex_number
Fundamental space of geometry
New York: Dover. Schläfli ... discovered them before 1853 -- a time when Cayley, Grassman and Möbius were the only other people who had ever conceived of
Euclidean_space
Matrix equation in control theory
{\displaystyle A} . Then p ( A ) = 0 {\displaystyle p(A)=0} due to the Cayley–Hamilton theorem; meanwhile, the spectral mapping theorem tells us σ ( p
Sylvester_equation
Undirected graph acted on by a vertex-transitive cyclic group of symmetries
symmetry of the polygon is also a symmetry of the drawing. The graph is a Cayley graph of a cyclic group. Every cycle graph is a circulant graph, as is every
Circulant_graph
Mathematical function relating circular and hyperbolic functions
"transcendent angle", and it went by various names until 1862 when Arthur Cayley suggested it be given its current name as a tribute to Christoph Gudermann's
Gudermannian_function
Geographic coordinate specifying north-south position
= b sin β ; {\displaystyle p=a\cos \beta \,,\qquad z=b\sin \beta \,;} Cayley suggested the term parametric latitude because of the form of these equations
Latitude
Mathematics problem
measure that represents the delay of communication. The pancake graphs are Cayley graphs (thus are vertex-transitive) and are especially attractive for parallel
Pancake_sorting
Mathematical scheme for verifying the authenticity of digital documents
signer, and it may be easy, even without knowledge of the private key, to transform one valid signature into another. If signatures are misused as transaction
Digital_signature
Distance function defined between probability distributions
RI: American Mathematical Society. ISBN 0-8218-3312-X. OCLC 51477002. Cayley, Arthur (November 1882). "On Monge's "Mémoire sur la Théorie des Déblais
Wasserstein_metric
In mathematics, invariant of square matrices
About the time of Jacobi's last memoirs, Sylvester (1839) and Cayley began their work. Cayley 1841 introduced the modern notation for the determinant using
Determinant
CAYLEY TRANSFORM
CAYLEY TRANSFORM
Surname or Lastname
English
English : variant spelling of Haley.
Girl/Female
Gaelic
Slender. (French) 'from the forest.
Male
English
English occupational surname transferred to unisex forename use, BAILEY means "bailiff."Â
Boy/Male
Australian, Irish
Woodland Clearing; Grower or Seller of Barley
Male
English
Contracted form of English Ackerley, ACKLEY means "oak meadow."
Surname or Lastname
English (of Norman origin)
English (of Norman origin) : habitational name, with fused Norman preposition d(e), for someone from any of the numerous places in northern France called Ouilly.
Girl/Female
English American
Hay field. From the hay meadow. Both a surname and place name. Famous Bearer: actress Hayley...
Surname or Lastname
Reduced form of Irish McCarley.English
Reduced form of Irish McCarley.English : habitational name from the hamlet of Carley in Lifton, Devon, possibly named with Cornish ker ‘fort’ + Old English lēah ‘woodland clearing’.Perhaps an Americanized form of German Kehrli or Kerle (see Kerley).
Surname or Lastname
English (of Norman origin)
English (of Norman origin) : habitational name from places in Eure and Seine-Maritime, France, called Cailly, from a Romano-Gallic personal name Callius + the locative suffix -acum.English : habitational name from a minor place called Caley in the parish of Winwick, Lancashire, named with Old English cÄ â€˜jackdaw’ + lÄ“ah ‘woodland clearing’.Irish : reduced and altered form of McCauley.Manx : variant of Callow.
Female
English
Feminine variant spelling of English unisex Bailey, BAYLEE means "bailiff."
Surname or Lastname
English
English : habitational name from either of two places called Cantley, in Norfolk and South Yorkshire, named with an unattested Old English personal name Canta + lēah ‘clearing’.
Girl/Female
Australian, Christian, Gaelic
Slender; From the Forest; Similar to Caley or Cailley
Female
English
Variant spelling of English Kayley, CAYLEY means "slender."
Boy/Male
Norse Scottish
Relic.
Girl/Female
Australian, Gaelic
Slender; From the Forest; Similar to Caley or Cailley
Boy/Male
Irish
Observant; alert; vigorous.
Female
English
Variant spelling of English Carlie, CARLEY means "man."
Surname or Lastname
English
English : variant spelling of Bailey.
Girl/Female
American, Australian, Gaelic
Slender; From the Forest; Similar to Caley or Cailley
Girl/Female
Arabic, Greek
Beloved; Slender; Variant of Caley or Cailley; From the Forest; Modern Variant of Katherine; Pure
CAYLEY TRANSFORM
CAYLEY TRANSFORM
Girl/Female
Indian, Telugu
Beautiful
Boy/Male
Egyptian
God of nothingness.
Girl/Female
Arabic, Muslim
Great News
Boy/Male
Muslim
Most successful
Boy/Male
Indian
Nearby; Close
Girl/Female
Muslim/Islamic
Trustworthy faithful
Male
Greek
Greek name PYROIS means "fiery." In mythology, this is the name of one of the horses of the Sun.
Boy/Male
Tamil
Saprathas | ஸபà¯à®°à®¾à®¤à¯à®¹à®¸
Lord Vishnu
Boy/Male
Bengali, Gujarati, Hebrew, Hindu, Indian, Kannada, Malayalam, Marathi, Oriya, Sanskrit, Sindhi, Telugu
Bright Moon
Boy/Male
Gaelic
Asked of God.
CAYLEY TRANSFORM
CAYLEY TRANSFORM
CAYLEY TRANSFORM
CAYLEY TRANSFORM
CAYLEY TRANSFORM
v. t.
To fasten with a cable.
a.
So named; called by such a name (but perhaps called thus with doubtful propriety).
n.
The space inclosed between ranges of hills or mountains; the strip of land at the bottom of the depressions intersecting a country, including usually the bed of a stream, with frequently broad alluvial plains on one or both sides of the stream. Also used figuratively.
a.
Cool; refreshing; fresh; as, a caller day; the caller air.
a.
Fastened with, or attached to, a cable or rope.
imp. & p. p.
of Cable
n.
The depression formed by the meeting of two slopes on a flat roof.
adv.
Finely; splendidly; showily; as, ladies gayly dressed; a flower gayly blooming.
n.
A molding, shaft of a column, or any other member of convex, rounded section, made to resemble the spiral twist of a rope; -- called also cable molding.
a.
Fresh; in good condition; as, caller berrings.
n.
The cookroom or kitchen and cooking apparatus of a vessel; -- sometimes on merchant vessels called the caboose.
n.
A proof sheet taken from type while on a galley; a galley proof.
n.
A prison or court of justice; -- used in certain proper names; as, the Old Bailey in London; the New Bailey in Manchester.
n.
The place of meeting of two slopes of a roof, which have their plates running in different directions, and form on the plan a reentrant angle.
n.
A little cable less than ten inches in circumference.
n.
Liquor made from barley; strong ale.
v. t.
To lie in wait for; to meet or encounter in the way; especially, to watch for the passing of, with a view to seize, rob, or slay; to beset in ambush.
n.
A rope of steel wire, or copper wire, usually covered with some protecting or insulating substance; as, the cable of a suspension bridge; a telegraphic cable.
v. t. & i.
To telegraph by a submarine cable