Search results
Results From The WOW.Com Content Network
It has been suggested that Accession (property law)#Roman accession be merged into this article. ( Discuss ) Proposed since December 2024. Accessio is a concept from Roman property law for acquiring ownership of property (the accessory) which is merged , or acceded to , another piece of property (the principal). [ 1 ]
Category contains articles about proteins that can be described according to the Enzyme Commission code 3.4.22.XX (XX to be replaced by a specified number), namely cysteine endopeptidases, also known by as cysteine proteases. An article in this category might deal with a group of related proteins rather than a single protein.
Accession might also be (from Latin accedere, to go to, approach), in law, a method of acquiring property adopted from Roman law (see: accessio), by which, in things that have a close connection with or dependence on one another, the property of the principal draws after it the property of the accessory, according to the principle, accessio cedet principali.
If {X n} is a nested family of continua, i.e. X n ⊇ X n+1, then their intersection is a continuum. If {(X n, f n)} is an inverse sequence of continua X n, called the coordinate spaces, together with continuous maps f n: X n+1 → X n, called the bonding maps, then its inverse limit is a continuum. A finite or countable product of continua is ...
Accession (Latin accessio) is a method of original acquisition of property under Scots property law. It operates to allow property (the accessory) to merge with (or accede to) another object (the principal), either moveable or heritable. [1] Accession derives from the Roman-law concept of the same name. Other jurisdictions employ similar rules.
An accession number, in bioinformatics, is a unique identifier given to a DNA or protein sequence record to allow for tracking of different versions of that sequence record and the associated sequence over time in a single data repository.
Indecomposable continua are often constructed as the limit of a sequence of nested intersections, or (more generally) as the inverse limit of a sequence of continua. The buckethandle, or Brouwer–Janiszewski–Knaster continuum, is often considered the simplest example of an indecomposable continuum, and can be so constructed (see upper right).
The following is the skeleton of a generic branch and bound algorithm for minimizing an arbitrary objective function f. [3] To obtain an actual algorithm from this, one requires a bounding function bound, that computes lower bounds of f on nodes of the search tree, as well as a problem-specific branching rule.