The non canonicalbooks in this article include Biblical apocrypha and Deuterocanonical books which are accepted as part of the Biblical canon by most non Protestant Christians , Pseudepigrapha , writings from Hellenistic and other non Biblical cultures, and lost works of known or unknown status. For the purposes of this article, referenced can mean direct quotations, paraphrases, or allusions, which in some cases are known only because they have been identified as such by ancient writers, or the citation ... books?id tx5qrKz6dRMC&pg PA120 Twenty six reasons why Jews don t believe in Jesus, Asher Norman . ref ref http books.google.ca books?id NnJohl5ZrRcC&pg PA150 Plots of epiphany prison escape in Acts of the Apostles By John B. Weaver ref Non canonicalbooks quoted or alluded to ref name ... , and called the Old Testament by Christians , or the Protocanonical books . The Book of Jasher ... it is implied that it was a collection of poetry. Sefer haYashar Several books have claimed ... are mentioned in the Books of Kings 1 Kings 14 19, 14 29 . They are said to tell of events during ... as Books of Samuel 1 & 2 Samuel . http www.apologeticspress.org articles 42 Referenced at bibleref ... . Might be the same as Books of Kings 1 & 2 Kings . The Book of Jehu ref Also called The Book of Jehu ... by bibleref 2Maccabees 2 13 ref name JB five books by Jason of Cyrene referenced by bibleref ... to be verbal allusions to apocrypha paracanonical books. ref http books.google.ca books?id RZmcEQDwpbgC&pg ... By David Ewert,77 ref Pagan authors quoted or alluded to ref name ref1 http books.google.ca books?id cr156cOEnVcC&pg PA140 James & Jude, Gary Holloway, 140 ref ref http books.google.ca books?id eRQ9AAAAIAAJ ... books?id 4wsAWV501VoC&pg PA188 ref ref http books.google.ca books?id 58DauSER yIC&pg PA100 ref ... List of names for the Biblical nameless New Testament apocrypha Table of Books of Judeo Christian Scripture Notes reflist Category Lost Jewish texts Category Hebrew Bible Category Lists of books Category ... more details
Canonical is the adjective for canon , literally a rule , and has come to mean also standard , typical , or unique distinguished exemplar . See the page canon disambiguation for most uses of canonical in law, canon law, religion, literature, etc. Mathematics This section is linked from Euclidean space In mathematics, a canonical form is a natural unique representation of an object, or a preferred notation for some object. In set theory, a canonical representative is a standard member of each element of a set partition . Physics A canonical variable is a conjugate variable in theoretical physics The grand canonical ensemble , canonical ensemble , and the microcanonical ensemble , in statistical mechanics, are probability distributions for the microscopic state of a thermal system Canonical theory is a unified molecular theory of physics, chemistry, and biology Computer science In enterprise application integration, the Canonical Model is a Software design pattern design pattern used to communicate between different data formats. In computer networking, a canonical name record CNAME record is a type of Domain Name System record. In computer networking, a canonical number is a former name for a MAC address In computer networking, a canonical link element is an HTML element that helps webmaster webmasters prevent duplicate content issues by specifying the canonical , or preferred , version of a web page as part of search engine optimization . Business Canonical Ltd. is a software company Religion Pertaining to the Biblical canon Canonical gospel Canonical criticism Wiktionarypar canonical See also Canonicalization puts an object in canonical form. disambiguation de Kanonisch fr Canonique io Kanonala es Can nico ... more details
Canonical model may refer to Canonical Model , a design pattern Canonical ring in mathematics Kripke semantics Canonical models Canonical Kripke models in modal logic Relative canonical model in mathematics disambiguation ... more details
Canonical Transformation may refer to Symplectomorphism , a mathematical treatment Canonical transformation , a physics treatment disambiguation ... more details
Canonical domain may refer to CNAME record , loosely called a canonical domain name One of the simply connected Riemann surface s see uniformization theorem disambig ... more details
Orphan date February 2009 In Canon Law Canonical Acts are the documents which prove an ecclesiastical procedure. ref CathEncy wstitle Canonical Acts ref References reflist Category Canon law RC Canon law stub ... more details
Unreferenced stub auto yes date December 2009 dicdef Orphan date December 2009 A canonical sequence is a sequence of DNA , RNA , or amino acid s that reflects the most common choice of base chemistry base or amino acid at each position. See also Homology biology DEFAULTSORT Canonical Sequence Category Genetics Genetics stub ... more details
orphan date August 2010 A Canonical Inquisition is an official enquiry in the Roman Catholic Church conducted according to Canon Law . ref CathEncy wstitle Canonical Inquisition ref References reflist Category Canon law Category Inquiry Category Roman Catholic Church RC Canon law stub ... more details
Infobox company company name Canonical Ltd company logo File Canonical logo.svg 200px official logo has ... , Xubuntu , Edubuntu , Launchpad website Launchpad , Bazaar vcs Bazaar , Canonical Landscape ... android title UBuntu for Android publisher Canonical Ltd. accessdate 2012 02 21 quote We have ... top priorities title Ubuntu Canonical s New CEO Discusses Top Priorities publisher TheVarGuy accessdate 2010 03 05 quote 3. On Canonical s Size and Financial Performance Canonical now has about 320 employees.. ref subsid Canonical Ltd. Subsidiaries Canonical Group Ltd ref cite web url http wck2.companieshouse.gov.uk 9997671e24728571142fd0f173c68da2 compdetails title Canonical Group Limited .... UK seems to be about tax technicalities of operating in the UK br Canonical Ltd. Subsidiaries Canonical USA Inc. br Canonical Ltd. Subsidiaries Canonical China Ltd zh c br Canonical Ltd. Subsidiaries Canonical Brasil Ltda br Canonical Ltd. Subsidiaries Canonical Canada Ltd br Canonical Ltd. Subsidiaries Canonical Ltd Taiwan Br. zh c CEO Jane Silber homepage http www.canonical.com ... accessdate 2005 05 18 ref aka MRS. VD ... M R S Mark Richard Shuttleworth Canonical UK Ltd. formerly ... s most well known product Canonical Ltd. ref UK registered trademark http www.ipo.gov.uk tm t find t find number?trademark E4059218 E4059218 CANONICAL , filed 2004 09 29. ref is a private company ... and related services for Ubuntu Linux and related projects. Canonical employs staff in more than 30 ... of Man. ref cite web publisher Canonical Ltd url http www.canonical.com about canonical title About Canonical accessdate 2012 03 06 quote We ve come a long way since our launch in 2004. We now have ..., Sao Paulo and the Isle of Man. ref Projects Canonical Ltd. has created and continues to back several ... system Ubuntu is the main Canonical product The Ubuntu family of Linux distribution s Ubuntu operating ... desktop in place of Unity Fluxbuntu is NOT a Canonical project. Fluxbuntu , which offers the lightweight ... more details
In statistics , canonical analysis from Gk. bar, measuring rod , ruler belongs to the family of regression methods for data analysis. Regression analysis quantifies a relationship between a predictor variable and a criterion variable by the coefficient of correlation r , coefficient of determination r , and the standard regression coefficient . Multiple regression analysis expresses a relationship between a set of predictor variables and a single criterion variable by the multiple correlation ... sub 1 sub , sub 2 sub , etc. Canonical variate analysis captures a relationship between a set of predictor variables and a set of criterion variables by the canonical correlation s sub 1 sub , sub 2 sub , ..., and by the sets of canonical weights C and D. Canonical analysis Canonical analysis ... and more meaningful structure increases the interpretability of the canonical weights C and D. In this the canonical analysis differs from Harold Hotelling s 1936 canonical variate analysis also called the canonical correlation analysis , designed to obtain maximum canonical correlations between the predictor and criterion canonical variates. The difference between the canonical variate analysis and canonical analysis is analogous to the difference between the principal components analysis and factor ... . Canonical analysis simple Canonical analysis is a multivariate technique which is concerned with determining ... groups, let s call these groups X and Y, based on some common characteristics. The purpose of Canonical .... This combination is known as the first canonical variates which are usually denoted U sub 1 sub and V sub 1 sub , with the pair of U sub 1 sub and V sub 1 sub being called a canonical function . The next canonical functions, U sub 2 sub and V sub 2 sub are then restricted so that they are uncorrelated ... . Biometrika, 28, 321 377 Krus, D.J., et al. 1976 Rotation in canonical analysis . Educational and Psychological ... in canonical analysis . Multivariate Behavioral Research , 30, 539 545. http www.visualstatistics.net ... more details
In mathematics , the canonical bundle of a non singular algebraic variety math V math of dimension math ... sheaf . The canonical class is the divisor class of a Cartier divisor K on V giving rise to the canonical bundle &mdash it is an equivalence class for linear equivalence on V , and any divisor in it may be called a canonical divisor . An anticanonical divisor is any divisor &minus K with K canonical. The anticanonical bundle is the corresponding inverse bundle sup &minus 1 sup . The adjunction ... and that D is a smooth divisor on X . The adjunction formula relates the canonical bundles of X and D . It is a natural isomorphism math omega D i omega X otimes mathcal O D . math In terms of canonical ... On a singular variety math X math , there are several ways to define the canonical divisor. If the variety is normal, it is smooth in codimension one. In particular, we can define canonical divisor on the smooth ... by math K X math that is referred to as the canonical divisor on math X. math Alternately, again .... Canonical maps If the canonical class is effective, then it determines a rational map from V into projective space. This map is called the canonical map . The rational map determined by the n th multiple of the canonical class is the n canonical map . The n canonical map sends V into a projective space of dimension one less than the dimension of the global sections of the n th multiple of the canonical class. n canonical maps may have base points, meaning that they are not defined everywhere ... if they have zero dimensional fibers, they need not be local analytic isomorphisms. Canonical curves The best studied case is that of curves. Here, the canonical bundle is the same as the holomorphic cotangent bundle . A global section of the canonical bundle is therefore the same as an everywhere ... of the first kind . The degree of the canonical class is 2 g &minus 2 for a curve of genus g . ref Springer title canonical class id C c020120 ref Low genus Suppose that C is a smooth algebraic curve ... more details
In mathematics, a canonical basis is a basis of an algebraic structure that is canonical in a sense that depends on the precise context In a coordinate space, and more generally in a free module, it refers to the standard basis defined by the Kronecker delta In a polynomial ring, it refers to its standard basis given by the monomial s, math X i i math . For finite extension fields, it means the polynomial basis . In representation theory, Lusztig s canonical basis and closely related Kashiwara s crystal basis in quantum groups and their representations See also Canonical form Normal form mathematics Normal form disambiguation Polynomial basis Normal basis Change of bases mathdab Category Linear algebra Category Abstract algebra fr Base canonique pl Baza kanoniczna pt Base can nica ... more details
Canonical Model is a design pattern used to communicate between different data formats. A form of Enterprise Application Integration , it is intended to reduce costs and standardize on agreed data definitions associated with integrating business systems. A Canonical Model is any model that is canonical in nature, i.e. a model which is in the simplest form possible based on a standard, common view within a given context. Often the term Canonical Model is used interchangeably with Canonical Data Model, an enterprise design pattern which provides common data naming, definition and values within a generalized data framework. Adoption of a comprehensive enterprise integration strategy often entails a move to a message based integration methodology. A typical migration from point to point interfacing to message based integration begins with a decision on the middleware to be used to transport messages between endpoints. Often this decision results in the adoption of an Enterprise Service Bus ... in the construction of an enterprise or business domain Canonical Model or adoption of an XML ..., Thomas Erl , Prentice Hall, 2005 ref . The goal of the Canonical Model is to provide a dictionary ... system interoperability. A Canonical Data Model allows developers and business users to discuss the integration ... internal formats, such as account , payer , and contact . Defining a Canonical Data Model is often ... data integrity. See also Canonical Schema pattern Enterprise Application Integration Enterprise ... http blogs.forrester.com mike gilpin 10 03 15 field first annual canonical model management forum Forrester Research, Canonical Model Management Forum http blogs.msdn.com b nickmalik archive 2007 06 12 canonical model canonical schema and event driven soa.aspx Canonical Model, Canonical Schema, and Event Driven SOA http blogs.forrester.com mike gilpin 11 05 27 canonical information modeling a best practice for soa Forrester Research, Canonical Information Modeling Categories Category Enterprise ... more details
self published date October 2011 Canonical XML is a Canonical form normal form of XML , intended to allow relatively simple comparison of pairs of XML documents for equivalence for this purpose, the Canonical XML transformation removes non meaningful differences between the documents. Any XML document can be converted to Canonical XML. For example, XML permits whitespace to occur at various points within start tags, and attributes to be specified in any order. Such differences are seldom if ever used to convey meaning, and so these forms are generally considered equivalent < p class a secure 1 < p secure 1 class a In converting an arbitrary XML document to Canonical XML, attributes are encoded in a normative order alphabetical by name , and with normative spacing and quoting. Thus, the second form above would be converted to the first. Canonical XML specifies a number of other details, some of which are the UTF 8 encoding is used line ends are represented using the character 0x0A whitespace in attribute values is normalized entity references are expanded CDATA marked sections are not used empty elements are encoded as start end pairs, not using the special empty element syntax default attributes are made explicit superfluous namespace declarations are deleted Converting a document to Canonical XML is idempotent . That is, the first conversion usually will result in a different ... to the W3C , if two XML documents have the same canonical form, then the two documents are logically ... logical equivalence with which Canonical XML is associated. For example, a steganography system could ... to Canonical XML would lose those specialized semantics. On the other hand, XML files that differ ... be considered equivalent for certain purposes. Such contexts are beyond the scope of Canonical XML. See also XML Signature External links http www.w3.org TR xml c14n W3C Recommendation, Canonical XML ... Category XML based standards ja Canonical XML sv Canonical XML zh Canonical XML ... more details
Unreferenced date March 2009 In mathematics , a canonical connection of a holomorphic vector bundle with a Hermitian structure , is the unique metric connection D, such that the part which increases the anti holomorphic type D annihilates holomorphic sections. Category Complex manifolds differential geometry stub ... more details
In mathematics, canonical singularities appear as singularities of the canonical model of a projective variety , and terminal singularities are special cases that appear as singularities of Minimal model program minimal models . They were introduced by harvtxt Reid 1979 . Terminal singularities are important in the minimal model program because smooth minimal models do not always exist, and thus one must allow certain singularities, namely the terminal singularities. Definition Suppose that Y is a normal variety such that its canonical class K sub Y sub is Q Cartier, and let f X Y be a resolution of the singularities of Y . Then math displaystyle K X f K Y sum i a iE i math where the sum is over .... Then the singularities of Y are called terminal if a sub i sub 0 for all i canonical if a sub i sub &ge 0 for all i log terminal if a sub i sub &minus 1 for all i log canonical if a sub i sub &ge &minus 1 for all i . Properties The singularities of a projective variety V are canonical if the variety is normal variety normal , some power of the canonical line bundle of the non singular part ... resolution of its singularities. V has canonical singularities if and only if it is a relative canonical model . The singularities of a projective variety V are terminal if the variety is normal variety normal , some power of the canonical line bundle of the non singular part of V extends to a line ... classified by harvtxt Mori 1985 . Two dimensional canonical singularities are the same as du Val ... to quotients of C sup 2 sup by finite subgroups of GL sub 2 sub C . Two dimensional log canonical ... coefficients. The pair is called terminal if Discrep X , 0 canonical if Discrep X , 0 klt Kawamata ... 1 lc log canonical if Discrep X , &minus 1. References Citation last1 Koll r first1 J nos title Minimal ... & Noordhoff location Alphen aan den Rijn mr 605348 year 1980 chapter Canonical 3 folds pages ... Proc. Sympos. Pure Math. mr 927963 year 1987 volume 46 chapter Young person s guide to canonical singularities ... more details
Canonical provision is a term of the canon law of the Roman Catholic Church , signifying regular induction into a benefice . Analysis It comprises three distinct acts the designation of the person, canonical institution , and installation. In various ways a person may be designated to fill a vacant benefice by election, postulation, presentation, or recommendation, resignation made in one s favour, or approved exchange. In all cases confirmation by the proper ecclesiastical superior of the selection made is required, while letters of appointment, as a rule, must be presented. Reception of administration by a chapter without such letters brings excommunication reserved to the pope, together with privation of the fruits of the benefice and the nominee loses ipso facto all right to the prelacy. Ordinarily greater benefices are conferred by the pope minor benefices by the bishop, who as a rule has the power of appointing to all benefices in his diocese. The pope, however, owing to the fullness of his jurisdiction, may appoint to any benefice whatsoever. History These extraordinary provisions became common in the eleventh and subsequent centuries, and met at times with stern opposition. In 1351 an English statute Statute of Provisors was enacted, designed to prevent the pope from exercising this prerogative. Similar enactments were made in 1390 and in later years. At present only in certain defined circumstances does the Pope make use of this right. The bishop s power is further restricted at times to confirming an election or postulation or to approving candidates presented by one who enjoys the right of presentation by privilege, custom, or prescription.on Canonical institution main Canonical institution Canonical institution or collation is the concession of a vacant benefice ... necessary. An ecclesiastical benefice cannot be lawfully obtained without canonical institution ... wstitle Canonical Provision Category Canon law ... more details
refimprove date December 2007 Generally, in mathematics , a canonical form often called normal form or standard form of an object is a standard way of presenting that object. Canonical form can also mean a differential form that is defined in a natural canonical way Differential forms see below . Finding a canonical form is called canonization . In some branches of computer science the term canonicalization ... . A canonical form is given by designating some objects of S to be in canonical form , such that every object under consideration is equivalent to exactly one object in canonical form. In other words, the canonical forms in S represent the equivalence classes, once and only once. To test whether two objects are equivalent, it then suffices to test their canonical forms for equality. A canonical form ... a distinguished canonical representative. In practical terms, one wants to be able to recognize the canonical forms. There is also a practical, algorithmic question to consider how to pass from a given object s in S to its canonical form s ? Canonical forms are generally used to make operating with equivalence classes more effective. For example in modular arithmetic , the canonical form for a residue ... . A canonical form may simply be a convention, or a deep theorem. For example, polynomials are conventionally ... of Jordan canonical form for a matrix is a deep theorem. Examples Note in this section, up to some equivalence relation E means that the canonical form is not unique in general, but that if one object has two different canonical forms, they are E equivalent. Linear algebra class wikitable Objects ... form Conjunctive normal form Disjunctive normal form Algebraic normal form Canonical form Boolean ... theory canonical representation of a positive integer canonical form of a continued fraction Algebra ... form of a bifurcation Graph theory main Graph canonization Differential forms Canonical differential form s include the canonical one form and canonical symplectic form , important in the study ... more details
is the result of a Development of the Hebrew Bible canon developmental process , canonical criticism focuses on the final form of the text. Canonical criticism , sometimes called canon criticism or the canonical ... on the origins, structure and history of the text, canonical criticism looks at the meaning the text ... 180px Brevard Childs , who pioneered the canonical approach. Canonical criticism involves paying ... John N. Oswalt, Canonical Criticism A Review From A Conservative Viewpoint, Journal of the Evangelical ... concentrating authority in the canonical text, and not in the people or events out of which ... of the tradition have sought to hide their own footprints in order to focus attention on the canonical text itself and not on the process. ref Brevard S. Childs, The Canonical Shape of the Prophetic Literature, Interpretation 32 1978 p. 53. ref However, Childs refuses to speak of canonical ... method . ref name Introduction82 Origins Bible related Canonical criticism is a relatively new approach ... set out his canonical approach in his Biblical Theology in Crisis 1970 and applied it in Introduction to the Old Testament as Scripture 1979 . The phrase canonical criticism was first used by James .... ref Childs, Canonical Shape, p. 54. ref blockquote Canonical criticism arose as a reaction to other ... Testament , 90. ref Sanders argues that canonical criticism is biblical criticism s self critical ... extent. ref James A. Sanders, Canon and Community A Guide to Canonical Criticism Fortress, 1984 , p ... communities of today blockquote Canonical criticism might be seen in metaphor as the beadle bedelos ... canonical criticism and the New Criticism of T. S. Eliot and others. Both schools of thought ... Testament , 144. ref Criticism The canonical approach has been criticised by scholars from both ... hand, object to the way canonical criticism bypasses vexed questions relating to the historical validation of revelation. ref Oswalt, Canonical Criticism, 325. ref Oswalt suggests that canonical ... more details
In mathematics and classical mechanics , canonical coordinates are particular sets of coordinates on the phase space , or equivalently, on the cotangent manifold of a manifold . Canonical coordinates arise naturally in physics in the study of Hamiltonian mechanics . As Hamiltonian mechanics is generalized by symplectic geometry and canonical transformation s are generalized by contact transformation s, so the 19th century definition of canonical coordinates in classical mechanics may be generalized to a more abstract 20th century definition in terms of cotangent bundles. This article defines the canonical coordinates as they appear in classical mechanics . A closely related concept also appears in quantum mechanics see the Stone von Neumann theorem and canonical commutation relation s for details. Definition, in classical mechanics In classical mechanics , canonical coordinates are coordinates math q i , math and math p i , math in phase space that are used in the Hamiltonian mechanics Hamiltonian formalism. The canonical coordinates satisfy the fundamental Poisson bracket relations math q i, q j 0 qquad p i, p j 0 qquad q i, p j delta ij math Canonical coordinates can be obtained from the generalized coordinates of the Lagrangian mechanics Lagrangian formalism by a Legendre transformation , or from another set of canonical coordinates by a canonical transformation . Definition, on cotangent bundles Canonical coordinates are defined as a special set of coordinates on the cotangent bundle of a manifold . They are usually written as a set of math q i,p j math or math x i,p j math ... definition of canonical coordinates is any set of coordinates on the cotangent bundle that allow the canonical .... A change of coordinates that preserves this form is a canonical transformation these are a special ... math T Q math these coordinates are called the canonical coordinates . Generalized coordinates In Lagrangian ... on the cotangent bundle, then the generalized coordinates are related to the canonical coordinates ... more details
Canonical order may refer to in the context of sorting , a standard order theory order , typically a total order , obeying certain rules, e.g. lexicographic order for string computer science strings a monastic order of regular canon http www.aedificium.org Glossary.html See also Canonicalization dab ... more details
Canonical Theory also named the canonical form is a molecular theory developed by Joel E. Keizer and coworkers which claims to explain many physical, chemical, and biological processes in an unified and canonical way. Ronald F. Fox and Keizer showed the application of the canonical theory to chaos. ref cite web url http www.cscs.umich.edu crshalizi reviews keizer chaos papers note.html title Canonical Theory in Chaotic Dynamics publisher cscs.umich.edu author Shalizi, Cosma ref Keizer used the canonical form for the first formulation of statistical thermodynamics valid in far from equilibrium regimes, where the Onsager reciprocal relations and the Einstein formula for the fluctuations do not work. ref cite web url http www.uv.es EBRIT macro macro 5006 24 47.html title Principles of Thermodynamics Nonequilibrium thermodynamics STATISTICAL NONEQUILIBRIUM THERMODYNAMICS SYSTEMS FAR FROM EQUILIBRIUM publisher Encyclopaedia Britannica, Inc author J.E.K ref Keizer also provided fluctuating generalizations of the Boltzmann equation and of hidrodynamics fluctuating hydrodynamics . The applications of his work to biology are the reason that he was considered as one of the pioneers in the field of computational biology. Cosma Shalizi wrote blockquote Chapter five applies the canonical theory to various chemical and electrochemical processes. There is a detailed comparison of a model based on the formalism to actual experimental data for a calcium regulated potassium channel in muscle cells, yielding remarkably close agreement especially since the channel is really just a single molecule ... Keizer was, until his premature death in May, 1999, an active and talented scientist who played a significant role not merely in the development of the formal structure of far from equilibrium ... topics as chemical reactions, hydrodynamics, or heat transport in solids, the canonical theory ... ABOUT THE CONSERVATION EQUATIONS IN STOCHASTIC CANONICAL THEORY publisher phys.uaic.ro author OPRI AN ... more details
Canonical hours are divisions of time which serve as increments between the prescribed prayer s of the daily ... . In western Roman Catholic Church Catholicism , canonical hours may also be called offices , since ... note and among likewise Byzantine Rite Eastern Catholic Churches Catholics ref the canonical hours ... the Hours. With the Cluniac reforms of the 11th century there was a new emphasis on liturgy and the canonical .... Already well established by the ninth century in the West, these canonical offices consisted .... Development Judaism and the Early Church As is noted above, the canonical hours stemmed from Jewish ... 4 23 30 , which has remained a part of the canonical hours and all Christian prayer since. By 60 AD ... s Prayer three times a day this practice found its way into the canonical hours as well. Pliny ... A sundial showing the four Tide time Tides and five Canonical hours, based on the example on the Bewcastle ... in daily life in monastery monasteries . By the fourth century, the characteristics of the canonical ... elaborate. Soon, praying the Office began to require various books, such as a Psalter for the psalms ..., the breviary contained the entire text of the canonical hours. Roman Rite since the Council of Trent ... of the canonical hours and sought to make them more suited to the needs of today s apostolate ... of the second typical edition of the Latin liturgical books, the Latin hymns of the Roman ... four week cycle of praying nearly the entire set of Psalms with each of the canonical hours ... and Belgium , retrieved 2012 01 01 ref Liturgical books The Horologion lang grc Church Slavonic ... a variety of liturgical books Psalter Greek , Psalter ion Slavonic or , Psaltyr ... . ref group note Originally, the deacon s book and the priest s books were distinct, but upon ... are said by the Bishop for the Canonical Hours, this differs little from what is in the Priest s Service ... and special occasions. In the Slavic usage, the Evang lion contains the four gospels in canonical ... more details
P P n 1 math , called the n canonical map. The size of R is a basic invariant of V , and is called ... Proof of the Finite Generation of the Canonical Ring last1 Siu first1 Yum Tong year 2006 ... of the Canonical Ring last1 Siu first1 Yum Tong year 2007 Category Algebraic geometry Category ... more details
Canonical faculties , in the canon law of the Roman Catholic Church , are ecclesiastical rights conferred on a subordinate, by a superior who enjoys jurisdiction in the external forum. These rights then allow the subordinate to act, in the external or internal forum, validly or lawfully, or at least safely. Classification They may be classified by the object to which they relate jurisdiction is granted to absolve from sins and ecclesiastical censures, to dispense in vows, in irregularities relating to the reception of orders, in matrimonial impediments permission or licence is given to do something which would be otherwise forbidden, as the reading of prohibited books, saying two Masses on the same day ordaining clerics under the prescribed age to avoid worry and qualms of conscience a precautionary dispensation or permission is granted to proceed in certain cases in relation to which the opinions of theologians may not appear sufficiently well founded, as for instance, a matrimonial dispensation may be conceded as a precaution, when it is not certain that an impediment exists, or permission to anticipate at 2 p.m. the recitation of the Divine Office is granted to a person who is unwilling to accept the opinion that anticipation at that hour is lawful. Secondly, faculties, by reason of their source, are Apostolic, episcopal, or regular. Faculties are styled Apostolic or papal when they proceed from the pope directly, or through the ordinary channels of the Sacred Roman Congregations. They are episcopal , if the power or privilege conferred proceeds from a diocesan bishop , by virtue of his own power or ordinary jurisdiction, as for instance, the faculties of the diocese, to hear confessions, say Mass, preach, etc., granted to priests who labour in the diocese for the salvation of souls. Faculties are regular when they proceed from superiors of the regular clergy by reason of their ordinary jurisdiction, or by virtue of extraordinary powers or privileges conceded to them ... more details
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