Introduction

This table has been created as part of the manuscript: Copula-Based Models for Competing Risks: A comprehensive review with the aim of consolidating articles that has covered CR models using copulas. The table provides such details, and was constructed using package: reactable (Lin, 2023).

Explanation of the table columns

The interactive table columns have the following interpretation:

Visible columns are displayed in the interactive table interface. Hidden columns are not displayed by default. Columns can be filtered, arranged in ascending/descending order. Entries can be searched in the interactive table and it contains 189 articles on competing risks models using copulas.

Table of reviewed articles

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aXRsZSA9IGNvbERlZihuYW1lID0gIlRpdGxlIixjZWxsID0gZnVuY3Rpb24odmFsdWUsIGluZGV4KSB7DQogICAgIyBSZW5kZXIgYXMgYSBsaW5rDQogICAgdXJsIDwtIGRhdGFbaW5kZXgsInBhcGVyIl0NCiAgICBodG1sdG9vbHM6OnRhZ3MkYShocmVmID0gdXJsLCB0YXJnZXQgPSAiX2JsYW5rIixkYXRhW2luZGV4LCJ0aXRsZSJdKQ0KICB9LCBtaW5XaWR0aCA9IDMwMCwgc3RpY2t5ID0gImxlZnQiKSwNCiAgICB0cnVuY2F0aW9uID0gY29sRGVmKG5hbWUgPSAiVHJ1bmNhdGlvbiIsIHNob3cgPSBGQUxTRSksDQogICAgY2Vuc29yaW5nID0gY29sRGVmKG5hbWUgPSAiQ2Vuc29yaW5nIiksDQogICAgbW9kZWwgPSBjb2xEZWYobmFtZSA9ICJFc3RpbWF0aW9uIiwgbWluV2lkdGggPSA3MCksDQogICAgZmllbGQgPSBjb2xEZWYobmFtZSA9ICJEb21haW4iLCBtaW5XaWR0aCA9IDY1KSwNCiAgICB0eXBlID0gY29sRGVmKG5hbWUgPSAiQ29wdWxhX3lwZSIpLA0KICAgIHR5cGVfY292YXJpYXRlcyA9IGNvbERlZihuYW1lID0gIkNvdmFyaWF0ZXMiLCBzaG93ID0gRkFMU0UsIGNlbGwgPSBmdW5jdGlvbih2YWx1ZSkgew0KICAgIGlmICh2YWx1ZSA9PSAibm8iKSAiXHUyNzRjIG5vIiBlbHNlICJcdTI3MTRcdWZlMGYgeWVzIn0pLA0KICAgIGNvZGUgPSBjb2xEZWYobmFtZSA9ICJDb2RlIixjZWxsID0gZnVuY3Rpb24odmFsdWUsIGluZGV4KSB7DQogICAgICAgIGlmICh2YWx1ZSA9PSAibm8iKSB7DQogICAgICAgICAgIlx1Mjc0YyBub3QgYWNjZXNzaWJsZSINCiAgICAgICAgfSBlbHNlIHsNCiAgICAgICAgICB1cmwgPC0gZGF0YVtpbmRleCwgImNvZGUiXQ0KICAgICAgICAgIGh0bWx0b29sczo6dGFncyRhKGhyZWYgPSB1cmwsIHRhcmdldCA9ICJfYmxhbmsiLCBkYXRhW2luZGV4LCAiY29kZSJdKQ0KICAgICAgICB9DQogICAgICB9KSwNCiAgICBhdXRob3JzID0gY29sRGVmKG5hbWUgPSAiQXV0aG9yKHMpIixzaG93ID0gRkFMU0UpLA0KICAgIHllYXIgPSBjb2xEZWYobmFtZSA9ICJZZWFyIiwgbWluV2lkdGggPSA1NSksDQogICAgcGFwZXIgPSBjb2xEZWYobmFtZSA9ICJQYXBlciB1cmwiLGNlbGwgPSBmdW5jdGlvbih2YWx1ZSwgaW5kZXgpIHsNCiAgICB1cmwgPC0gZGF0YVtpbmRleCwicGFwZXIiXQ0KICAgIGh0bWx0b29sczo6dGFncyRhKGhyZWYgPSB1cmwsIHRhcmdldCA9ICJfYmxhbmsiLGRhdGFbaW5kZXgsInBhcGVyIl0pfSxzaG93ID0gRkFMU0UpLA0KICAgIGRhdGFzZXRzID0gY29sRGVmKG5hbWUgPSAiRGF0YXNldHMiLCBtaW5XaWR0aCA9IDgwLCBjZWxsID0gZnVuY3Rpb24odmFsdWUpIHsNCiAgICBpZiAodmFsdWUgPT0gIm5vIikgIlx1Mjc0YyBubyIgZWxzZSAiXHUyNzE0XHVmZTBmIHllcyJ9KSwNCiAgICBDUl90eXBlID0gY29sRGVmKG5hbWUgPSAiQ1IgdHlwZSIsc2hvdyA9IEZBTFNFKSwNCiAgICBzaW11bGF0aW9uID0gY29sRGVmKG5hbWUgPSAiU2ltdWxhdGlvbiIsY2VsbCA9IGZ1bmN0aW9uKHZhbHVlKSB7DQogICAgaWYgKHZhbHVlID09ICJubyIpICJcdTI3NGMgbm8iIGVsc2UgIlx1MjcxNFx1ZmUwZiB5ZXMifSxzaG93ID0gRkFMU0UpDQogICksDQogICAgICBlbGVtZW50SWQgPSAiY3ItdGFibGUiDQopDQopKQ0KYGBgDQoNCg0KDQoNCg0KDQoNCg0KDQo=