Question: The Cyrtanthus and Maackia belong to which taxanomic category?
Context: In category theory, a subobject classifier is a special object Ω of a category; intuitively, the subobjects of an object "X" correspond to the morphisms from "X" to Ω.  As the name suggests, what a subobject classifier does is to identify/classify subobjects of a given object according to which elements belong to the subobject in question.  Because of this role, the subobject classifier is also referred to as the "truth value object".  In fact, the way in which the subobject classifier classifies subobjects of a given object is by assigning the values true to elements belonging to the subobject in question, and false to elements not belonging to the subobject.  This is why the subobject classifier is widely used in the categorical description of logic. Sandalpur is a village in the Araria district in Bihar.  The two primary religions in Sandalpur are Muslim and Hindu.  Muslims belong to Shershahwadi cast, this cast is in OBC category.  Hindus belong to Rajput and Harijon.  Villagers are farmers. Maackia is a genus of flowering plants in the legume family, Fabaceae.  There are about 12 species, all native to eastern Asia, with six endemic to China.  The generic name honors the botanist Richard Maack. In machine learning, support vector machines (SVMs, also support vector networks) are supervised learning models with associated learning algorithms that analyze data used for classification and regression analysis.  Given a set of training examples, each marked as belonging to one or the other of two categories, an SVM training algorithm builds a model that assigns new examples to one category or the other, making it a non-probabilistic binary linear classifier (although methods such as Platt scaling exist to use SVM in a probabilistic classification setting).  An SVM model is a representation of the examples as points in space, mapped so that the examples of the separate categories are divided by a clear gap that is as wide as possible.  New examples are then mapped into that same space and predicted to belong to a category based on which side of the gap they fall. German wine regions are classified according to the quality category that the wine falls into - "Tafelwein, Landwein, Qualitätswein bestimmter Anbaugebiete" (QbA) and "Prädikatswein".  The wine regions allowed to produce QbA and Prädikatswein are further subdivided into four categories, in descending order of size - "Anbaugebiet" (a major wine region), "Bereich" (a district within the wine region), "Großlage" (a collection of vineyards within a district) and "Einzellage" (a single vineyard).  A small number "Einzellagen" do not belong to a "Großlage" and are called "großlagenfrei", but all belong to a Bereich and Anbaugebiet. A category mistake, or category error, or categorical mistake, or mistake of category, is a semantic or ontological error in which things belonging to a particular category are presented as if they belong to a different category, or, alternatively, a property is ascribed to a thing that could not possibly have that property.  An example is the metaphor "time crawled", which if taken literally is not just false but a category mistake.  To show that a category mistake has been committed one must typically show that once the phenomenon in question is properly understood, it becomes clear that the claim being made about it could not possibly be true. Bunyaviridae is a defunct family of virus (see "").  The modern ICTV classifies the viruses in this former family as members of the family "Peribunyaviridae".  In 2017, the ICTV reclassified the family "Bunyaviridae" as "Bunyvirales," a taxonomic shift from a family of viruses to an order of viruses.  The body made these decisions in a 2016 convening in Budapest.  Primary reasons for this alteration revolve around these observations: approximately half of viruses in the former "Bunyaviridae" were at the time unassigned to a genus; novel viruses discovered that were characteristic of and clustered around "Bunyaviridae" based on phylogenetic analyses had bi-segmented genomes (as opposed to "Bunyaviridae's" tri-segmentation); and plant viruses also lacking tri-segmentation were previously known to be "bunya-like" yet were not properly assigned to the family "Bunyaviridae" based upon the past taxanomic classifications.  All five genera formerly in the family "Bunyaviridae" ("Hantavirus, Nairovirus, Orthobunyavirus, Phlebovirus, Tospovirus") are now novel viral families, some of which have been combined.  These new families include: "Hantaviridae, Feraviridae, Fimoviridae, Jonviridae, Nairoviridae, Peribunyaviridae, Phasmaviridae, Phenuiviridae," and "Tospoviridae".  This order of viruses belong to the fifth group of the Baltimore classification, the so called negative-sense single stranded ribonucleic acid (-)ssRNA.  They are enveloped RNA viruses.  Though generally found in arthropods or rodents, certain viruses in this order occasionally infect humans.  Some of them also infect plants. In human social affairs, discrimination is treatment or consideration of, or making a distinction in favor of or against, a person based on the group, class, or category to which the person is perceived to belong rather than on individual attributes.  This includes treatment of an individual or group, based on their actual or perceived membership in a certain group or social category, "in a way that is worse than the way people are usually treated".  It involves the group's initial reaction or interaction going on to influence the individual's actual behavior towards the group leader or the group, restricting members of one group from opportunities or privileges that are available to another group, leading to the exclusion of the individual or entities based on logical or irrational decision making. Cyrtanthus is a genus of perennial, herbaceous and bulbous plants in the family Amaryllidaceae, subfamily Amaryllidoideae. In category theory, a branch of mathematics, a subcategory formula_1 of a category formula_2 is said to be isomorphism closed or replete if every formula_2-isomorphism formula_4 with formula_5 belongs to formula_6 This implies that both formula_7 and formula_8 belong to formula_1 as well.
Answer: genus