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Yorioka Teruyuki
Papers, etc.
[1]. Applications of the side condition method Selected topics in combinatorial analysis, Part II / 511-536 (2025) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Teruyuki Yorioka [URL] [2]. / - (2025) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡輝幸 [URL] [3]. Two chain conditions and their Todorcevic's Fragments of Martin's Axiom Ann. Pure Appl. Logic 175/1 103320- (2024) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Teruyuki Yorioka [Notes] special issue in honor of Kenneth Kunen (1943-2020) [4]. Aspero-Mota iteration and the size of the continuum The Journal of Symbolic Logic 88/4 1387-1420 (2023) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Teruyuki Yorioka [DOI] [5]. Forcing the Mapping Reflection Principle by finite approximations Archive for Mathematical Logic 60/ 737-748 (2021) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Tadatoshi MIyamoto and Teruyuki Yorioka [DOI] [6]. Todorcevic’s Axiom K_2 and ladder system colorings RIMS Kokyuroku 2164/ 104-107 (2020) [Refereed] non-refereed [Internationally co-authored papers] internationally co-authored paper [Lead author or co-author] author [Author] Justin Tatch Moore and Teruyuki Yorioka [7]. A fragment of Aspero-Mota's Finitely Proper Forcing Axiom and an entangled set of reals Fundamenta Mathematicae 251/ 35-68 (2020) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Tadatoshi MIyamoto and Teruyuki Yorioka [8]. Some infinitely generated non projective modules over path algebras and their extensions under Martin's Axiom Journal of the Mathematical Society of Japan 72/2 413-433 (2020) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Ayako Itaba, Diego A. Mejía and Teruyuki Yorioka [9]. Todorcevic’s fragments of Martin’s axiom and variations of uniformizations of ladder system colorings RIMS Kokyuroku 2141/ 49-55 (2019) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Teruyuki Yorioka [10]. No Suslin trees but a non-special Aronszajn tree exists by a side condition method : compact version RIMS Kokyuroku 2081/ 28-40 (2018) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Tadatoshi Miyamoto and Teruyuki Yorioka [11]. A comment on Bagaria-Shelah’s fragment of Martin’s axiom RIMS Kokyuroku 2081/ 62-68 (2018) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] Teruyuki Yorioka [12]. Some consequences from Proper Forcing Axiom together with large continuum and the negation of Martin's Axiom Journal of the Mathematical Society of Japan 69/3 913-943 (2017) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [13]. Club-isomorphisms of Aronszajn trees in the extension with a Suslin tree Notre Dame Journal of Formal Logic 58/3 381-396 (2017) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [14]. Keeping the covering number of the null ideal small Fundamenta Mathematicae 231/2 139-159 (2015) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [15]. The existence of a non special Aronszajn tree and Todorcevic orderings Surikaisekikenkyusyo Kokyuroku 1949/ 89-98 (2015) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [16]. A note on a forcing related to the S-space problem in the extension with a coherent Suslin tree Mathematical Logic Quarterly 61/3 169-178 (2015) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [17]. Todorcevic orderings as examples of ccc forcings without adding random reals Commentationes Mathematicae Universitatis Carolinae 56/1 125-132 (2015) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [18]. Suslin lattices Order 31/1 55-79 (2014) [Refereed] refereed [Internationally co-authored papers] internationally co-authored paper [Lead author or co-author] co-author [Author] Dilip Raghavan,依岡 輝幸 [Notes] My contribution is that Jensen's diamond implies the existence of a Suslin lower semi-lattice which is a substructure of $\langle \mathcal{P}(\omega), [19]. Some results in the extension with a coherent Suslin tree II Surikaisekikenkyusho Kokyuroku 1851/ 49-61 (2013) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 宮元 忠敏,依岡 輝幸 [20]. Some results in the extension with a coherent Suslin tree Surikaisekikenkyusho Kokyuroku 1709/ 72-82 (2012) [Refereed] non-refereed [Internationally co-authored papers] internationally co-authored paper [Lead author or co-author] author [Author] Dilip Raghavan,依岡 輝幸 [21]. KILLING SOME S-SPACES BY A COHERENT SUSLIN TREE Surikaisekikenkyusho Kokyuroku 1781/ 66-75 (2012) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [22]. Elementary submodel arguments in Balogh's Dowker spaces Topology Proceedings 40/ 289-296 (2012) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 大田春外,依岡輝幸 [URL] [23]. A correction to "A non-implication between fragments of Martin's Axiom related to a property which comes from Aronszajn trees". Ann. Pure Appl. Logic 162/9 752-754 (2011) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [24]. Another c.c.c. forcing that destroys presaturation Surikaisekikenkyusho Kokyuroku 1686/ 73-74 (2010) [Refereed] non-refereed [Internationally co-authored papers] internationally co-authored paper [Lead author or co-author] author [Author] Paul B. Larson,依岡 輝幸 [25]. Uniformizing ladder system colorings and the rectangle refining property Proc. Amer. Math. Soc. 138/8 2961-2971 (2010) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [26]. A non-implication between fragments of Martin's Axiom related to a property which comes from Aronszajn trees. Ann. Pure Appl. Logic 161/4 469-487 (2010) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [27]. Forcing Axioms and Ω-logic Journal of the Japan Association for Philosophy of Science 36/2 45-52 (2009) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [URL] [28]. Some weak fragments of Martin's axiom related to the rectangle refining property. Arch. Math. Log. 47/1 79-90 (2008) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [29]. THE INEQUALITY $\mathfrak{b}>\aleph_1$ CAN BE CONSIDERED AS AN ANALOGUE OF SUSLIN'S HYPOTHESIS Surikaisekikenkyusho Kokyuroku 1595/ 84-88 (2008) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [30]. Rudin's Dowker space in the extension with a Suslin tree Fund. Math. 201/1 53-89 (2008) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [31]. DOWKER 空間の二つの構成法 : RUDIN と BALOGH の DOWKER 空間 Surikaisekikenkyusho Kokyuroku 1530/ 96-102 (2007) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [32]. Independent families of destructible gaps Tsukuba J. Math. 31/1 129-141 (2007) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [33]. Combinatorial principles on $\omega_1$ cardinal invariants of the meager ideal and destructible gaps J. Math. Soc. Japan 57/4 1217–1228- (2006) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [34]. $\mathbb{P}_{rm max}$ variations related to slaloms. Math. Log. Q. 52/2 203-216 (2006) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [35]. $\mathbb{P}_{\rm max}^{\mathfrak{d}=\aleph_1}$ and other variations Surikaisekikenkyusho Kokyuroku 1471/ 87-101 (2006) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [36]. The diamond principle for the uniformity of the meager ideal implies the existence of a destructible gap. Arch. Math. Log. 44/6 677-683 (2005) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [37]. $\clubsuit$ and destrcutible gaps Surikaisekikenkyusho Kokyuroku 1423/ 128-138 (2005) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [38]. Destructible gaps に関する強制概念とその積 Surikaisekikenkyusho Kokyuroku 1419/ 38-51 (2005) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [39]. An application of proper forcings with models as side conditions Surikaisekikenkyusho Kokyuroku 1360/ 80-104 (2004) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [40]. Distinguishing types of gaps in (omega)/fin. J. Symb. Log. 68/4 1261-1276 (2003) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [41]. Forcings with the countable chain condition and the covering number of the Marczewski ideal. Arch. Math. Log. 42/7 695-710 (2003) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [42]. / - (2003) [Refereed] non-refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 [43]. The Cofinality of The Strong Measure Zero Ideal. J. Symb. Log. 67/4 1373-1384 (2002) [Refereed] refereed [Internationally co-authored papers] non-internationally co-authored paper [Lead author or co-author] author [Author] 依岡 輝幸 |