2016
DOI: 10.1080/23311835.2016.1242291
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Attribute topologies based similarity

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Cited by 10 publications
(7 citation statements)
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“…Similarity can be used for matching, and it also can be used to assess map quality (Fan et al 2014, Xu et al 2017a, as well as for spatial searching (Ai et al 2013), cartographic generalisation (Yan et al 2013), map updating (Shan et al 2015), and other applications (He et al 2020). Recently, numerous studies have attempted to compare objects based on their semantic (Li et al 2012, Ballatore et al 2013, topological (Chen et al 2015, Alharthi et al 2016 and geometric (Pestov 2000, Wang et al 2007…”
Section: Introductionmentioning
confidence: 99%
“…Similarity can be used for matching, and it also can be used to assess map quality (Fan et al 2014, Xu et al 2017a, as well as for spatial searching (Ai et al 2013), cartographic generalisation (Yan et al 2013), map updating (Shan et al 2015), and other applications (He et al 2020). Recently, numerous studies have attempted to compare objects based on their semantic (Li et al 2012, Ballatore et al 2013, topological (Chen et al 2015, Alharthi et al 2016 and geometric (Pestov 2000, Wang et al 2007…”
Section: Introductionmentioning
confidence: 99%
“…There exists another statistical instrument that has been utilized in many aspects of life [8,9]. Topology is an important branch of mathematics which contains several subfields such as soft topology, algebraic topology, and differential topology [10,11]. These subfields increase the limit of the topology applications [12].…”
Section: Introductionmentioning
confidence: 99%
“…Granulation of information is very necessary to solve human problems, and thus have a very significant impact on the design and implementation of intelligent systems (Abualigaha et al 2021 ; Abualigaha and Diabatb 2021 ). Decision making plays an important role in our daily life, there are many applications of decision making, such as (Alblowi et al 2021 ; Alharthi and El Safty 2015 ). Topology is an important branch of mathematics which contains several subfields such as soft topology, algebraic topology, and differential topology (El Sayed 2017 ; Navalagi 2000 ).…”
Section: Introductionmentioning
confidence: 99%
“…Topology is an important branch of mathematics which contains several subfields such as soft topology, algebraic topology, and differential topology (El Sayed 2017 ; Navalagi 2000 ). These subfields increase the limit of the topological applications (Alharthi and Safty 2015 ; Creco et al 2006 ). The field of topology has many results and concepts, which can help us to discover the hidden information of data, composed of real-life applications (El Safty and Alkhathami 2020 ; Kozae et al 2012 ).…”
Section: Introductionmentioning
confidence: 99%