Miguel A. Cardona, Adam Marton, and Jaroslav Supina. Cardinal characteristics associated with small subsets of reals. Accepted in Fundamenta Mathematicae.
Miguel A. Cardona, Diego A. Mejía, and Ismael E. Rivera-Madrid. Directed schemes of ideals and cardinal characteristics, I: the meager additive ideal. Accepted in Comptes Rendus Mathématique.
Miguel A. Cardona, Diego A. Mejía, and Ismael E. Rivera-Madrid. The uniformity numbers of the null-additive and meager-additive ideal. Accepted in Journal of Symbolic Logic.
Miguel A. Cardona. Soft-linkednes. Accepted in Real Anal. Exchange.
Miguel A. Cardona, Viera Gavalova, Diego A. Mejía, Miroslav Repicky, and Jaroslav Supina. Slalom numbers. Accepted in Dissertationes Mathematicae.
Jorg Brendle, Miguel A. Cardona, and Diego A. Mejía. Separating cardinal characteristics of the strong measure zero ideal. Journal Math. Log., 2024. To appear.
Miguel A. Cardona and Diego A. Mejía. More about the cofinality and the covering of the ideal of strong measure zero sets. Annals of Pure and Applied Logic, 176(4):103537, 2025.
Miguel A. Cardona, Lukas Daniel Klausner, and Diego A. Mejía. Continuum Many Different Things: Localisation, Anti-Localisation, and Yorioka Ideals. Ann. Pure Appl. Logic, 175(7):103453, 2024
Miguel A. Cardona. Friendly Iteration Forcing that the Four Cardinal Characteristics of E can be Pairwise Different. Colloquium Mathematicum, 173:123-157, 2023.
Miguel A. Cardona. On cardinal characteristics associated with the strong measure zero ideal. Fundam. Math., 257:289–304, 2022.
Miguel A. Cardona, Diego A. Mejía, and Ismael E. Rivera-Madrid. The covering number of the strong measure zero ideal can be above almost everything else. Archive for Mathematical Logic volume 61, pages 599–610, 2022.
Jorg Brendle, Miguel A. Cardona, and Diego A. Mejía. Filter-linkedness and its effect on the preservation of cardinal characteristics. Ann. Pure Appl. Logic, 172(1): Paper No. 102856, 30, 2021.
Miguel A. Cardona and Diego A. Mejía. On Cardinal Characteristics of Yorioka Ideals. Math. Log. Q., 65(2):170–199, 2019.
Miguel A. Cardona and Miroslav Repicky. Constant prediction and evasion number, I: Generalization and variants.
Miguel A. Cardona, Miroslav Repicky, and Saharon Shelah. Adding the constant evasion and constant prediction numbers to Cichoń's maximum.
Miguel A. Cardona, Miroslav Repicky, and Saharon Shelah. Controlling the additivity of the ideal of the null sets by FS iterations.
Miguel A. Cardona, Diego A. Mejía, and Andrés F. Uribe-Zapata. A general theory of iterated forcing using finitely additive measures.
Miguel A. Cardona, Diego A. Mejía, and Andres F. Uribe-Zapata. Finitely additive measures on Boolean algebras.
Papers conference
Miguel A. Cardona. Cardinal invariants associated with the combinatorics of the uniformity number of the ideal of meager-additive sets. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku 2315 :1–24, 2025. www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/pdf/2315-01.pdf
Miguel A. Cardona. The cardinal characteristics of the ideal generated by the F_σ measure zero subsets of the reals. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku 2290:18–42, 2024. www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/pdf/2290-02.pdf
Miguel A. Cardona and Diego A. Mejía, Localization and anti-localization cardinals. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku, 2261 www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/pdf/2261-07.pdf
. Miguel A. Cardona and Diego A. Mejía. Forcing constellations of cicho´n’s diagram by using the Tukey order. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku, 2213:14–47, 2022. www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/2213.html
Miguel A. Cardona. Tukey-order with models on Pawlowski’s theorems. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku, 2198:16–20, 2021. www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/pdf/2198-07.pdf
Miguel A. Cardona. Cohen real or random real: effect on strong measure zero sets and strongly meager sets. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku, 2164:85–92, 2020. www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/2164.html
Miguel A. Cardona. Yorioka’s characterization of the cofinality of the strong measure zero ideal and its independence from the continuum. Kyoto Daigaku Surikaisekin Kenkyusho Kokyuroku, 2141:289–304, 2019. www.kurims.kyoto-u.ac.jp/~kyodo/kokyuroku/contents/2141.html