Definition of "collectional"
collectional
adjective
not comparable
Of or pertaining to collecting, gathering, or grouping items together.
Quotations
The primary notational function of the oval is to group propositions together. That is, it is a collectional sign like parantheses are in a non-diagrammatic syntax.
2020, Ahti-Veikko Pietarinen, Francesco Bellucci, Anglina Bobrova, Nathan Hayon, Mohammad Shafiei, “The Blot”, in Ahti-Veikko Pietarinen, Peter Chapman, Leonie Bosveld-de Smet, editors, Diagrammatic Representation and Inference, page 231
Of or pertaining to a collection (set of items gathered together or a set of related items) or collections.
Quotations
Considering that that colony is only seventy-five years old, of which the first twenty-five must have been wasted for collectional purposes, there is a well-arranged and perfectly systematical collection of fossil remains, birds, beasts, shells, &c., which reflects the highest credit on Dr. Krebs, who is the Curator.
1874, Henry Alworth Merewether, By Sea and by Land, page 155
Collectional patterns primarily: Deal with groups or collections of objects; Deal with the details of how to compose classes and objects to form larger structures; Concentrate on the most efficient way of designing a class so that its instances do not carry any duplicate data; Allow the definiton of operations of collections of objects.
2004, Partha Kuchana, Software Architecture Design Patterns in Java, page 135
(music) Pertaining to a collection (set of pitch classes).
Quotations
Not finding any overarching tonal organization to hold things together, whether in the form of a traditional key scheme or something more loosely (if still functionally) construed as tonal, music analysts may find their best alternative in a "collectional" approach, using pitch or pitch-class sets.
2012, Marguerite Boland, John Link, Elliott Carter Studies, page 22
(logic) Pertaining to all elements of a collection simultaneously, rather than to the individual elements of the collection or to the collection as a whole.
Quotations
Such quantifiers are characterized as dispensive(or distributive), and are distinguished from collective reference (e.g. "All S, taken together, are P") and collectional reference (e.g. "All S, separately but simultaneously, are P").
1995, Avi Sion, Judaic Logic, page 13
For an infinite of finite order multiplied into itself gives a higher order. That is not the case with collectional infinities. On the contrary, each is the exponential of the preceding.
2022, Stetson J. Robinson, The Correspondence of Charles S. Peirce and the Open Court Publishing Company, 1890–1913, page 493