Some of these were obviously filling from interlobular branches of the bronchial arteries while others were filling from direct hilar branches following along the pleural surface.

Some scholars contend that the most ancient and genuine story told of only four sons of Aeolus: Sisyphus, Athamas, Cretheus, and Salmoneus, as the representatives of the four main branches of the Aeolic race.

Some cacti may become tree-sized but without branches, such as larger specimens of Echinocactus platyacanthus.

Some have slow deliberate movements, whilst others can move with some speed across branches.

Some closely knit language families, and many branches within larger families, take the form of dialect continua, in which there are no clear-cut borders that make it possible to unequivocally identify, define, or count individual languages within the family.

Some branches of the family were members of the Anglican Church of Ireland while others were Roman Catholics.

Some of his disciples made significant contributions to various branches of physical geography such as Curtis Marbut and his invaluable legacy for Pedology, Mark Jefferson, Isaiah Bowman, among others.

Some branches of Gnosticism believe in a panentheistic view and hold the belief that God exists only as sparks of light in the visible material world.

Some religions and branches of religions, including Quakers, Unitarians, Ethical Culture, Reform and Reconstructionist Jews, the Metropolitan Community Church, and the Reformed Catholic Church perform and recognize same-sex marriages, even if the government of their geographic area may not.

Some branches from specific trees have their own names, such as osiers and withes or withies, which come from willows.

Some traditional hymns of Pentecost make reference not only to themes relating to the Holy Spirit or the church, but to folk customs connected to the holiday as well, such as the decorating with green branches.

Some institutions, such as Musical Academy in Białystok, are branches of their parent institutions in other cities, usually in Warsaw.

Some species, such as the tree pangolin, use their strong, prehensile tails to hang from tree branches and strip away bark from the trunk, exposing insect nests inside.

Some dowsers prefer branches from particular trees, and some prefer the branches to be freshly cut.

Some of the following fruit tree forms require training by tying the branches to the required form.

Some Indo-European characteristics seem to have disappeared in Hittite, and other IE language branches had developed different innovations.

Some of them prevailed and strengthened their position on the market, being able to compete with multinational tour operators like TUI, or Neckermann und Reisen with branches in Poland.

Some branches of the faiths mentioned have identified a group of seven Archangels, but the actual angels vary, depending on the source.

Some of the old Carrefour stores in the UK are now branches of Asda, for example the Merry Hill store which opened on 1 July 1986 but was converted into a Gateway in 1988 and since 1990 has traded as an Asda.

Some of the most notable of these stretches are that from Amsterdam Centraal railway station to the point beyond Schiphol railway station called Hoofddorp railway station where the HSL-Zuid branches off, and a similar overlap around Rotterdam.

Some branches, however, continued to function using the SDP name ; Bridlington's was still extant in 2006.

Some Japanese prefectures have branch offices called 支庁 ( shichō ) in Japanese, which are translated in English as " subprefectures ", " branch offices ", or " branches of the prefectural government ".

Some subsections of the liberal arts are trivium — the verbal arts: logic, grammar, and rhetoric ; and quadrivium — the numerical arts: mathematics, geometry, music, and astronomy.

* Some mathematics applets, at MIT

Some fields, such as the theory of dynamical systems, or game theory, are classified as applied mathematics due to the relationships they possess with physics, economics and the other sciences.

Some mathematical games are topics of interest in recreational mathematics.

Some of the more well-known topics in recreational mathematics are mathematical chess problems, magic squares and fractals.

Some consider statistics to be a mathematical body of science pertaining to the collection, analysis, interpretation or explanation, and presentation of data, while others consider it a branch of mathematics concerned with collecting and interpreting data.

Some variants of coherence theory are claimed to characterize the essential and intrinsic properties of formal systems in logic and mathematics.

Some, on the other hand, may be called " deep ": their proofs may be long and difficult, involve areas of mathematics superficially distinct from the statement of the theorem itself, or show surprising connections between disparate areas of mathematics.

Some words, including " mathematics " and " physics ", have developed true mass-noun senses despite having grown from count-noun roots.

Some simpler Metafont fonts, such as the calligraphic mathematics fonts in the Computer Modern family, use a single pen stroke with a relatively large pen to define each visual " stroke " of the glyphs.

Some social scientists also argue that mathematics is not real or objective at all, but is affected by racism and ethnocentrism.

Some consider the work of Paul Erdős as a whole to have advanced this view ( although he personally rejected it ) because of his uniquely broad collaborations, which prompted others to see and study " mathematics as a social activity ", e. g., via the Erdős number.

Some mathematics books use U and E to represent the Identity Matrix ( meaning " Unit Matrix " and " Elementary Matrix ", or from the German " Einheitsmatrix ", respectively ), although I is considered more universal.

Some chess problems, like Eight queens puzzle or Knight's Tour has connection to mathematics, especially to graph theory and combinatorics.

Some of his books are still in print more than a half-century after their original publication, and have become classic but still-relevant introductions to fundamental principles of mathematics and science.

Some schools were a type of specialized school with a specific focus in a particular field or fields such as mathematics, physics, language, science, sports, etc.

Some practitioners have mathematics, science, engineering, or technology degrees.

Some have philosophy ( logic in particular ) or other non-technical degrees. For instance, Barry Boehm earned degrees in mathematics.

Some subjects of his criticism include domestication, language, symbolic thought ( such as mathematics and art ) and the concept of time.

Some Greek astronomers ( e. g., Aristarchus of Samos ) speculated that the planets ( Earth included ) orbited the Sun, but the optics ( and the specific mathematics – Newton's Law of Gravitation for example ) necessary to provide data that would convincingly support the heliocentric model did not exist in Ptolemy's time and would not come around for over fifteen hundred years after his death.

Some elementary examples of groups in mathematics are given on Group ( mathematics ).

Some simply defined recurrence relations can have very complex ( chaotic ) behaviours, and they are a part of the field of mathematics known as nonlinear analysis.