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1. The rapid A-C _i response: photosynthesis in the phenomic era: Rapid A-C _i response (RACiR)

   https://doi.org/10.1111/pce.12911  

   Stinziano, Joseph R.; Morgan, Patrick B.; Lynch, Douglas J.; Saathoff, Aaron J.; McDermitt, Dayle K.; Hanson, David T. (August 2017, Plant, Cell & Environment)
2. Transversal C_k -factors in subgraphs of the balanced blow-up of C_k

   https://doi.org/10.1017/S0963548322000086  

   Ergemlidze, Beka; Molla, Theodore (November 2022, Combinatorics, Probability and Computing)

   Abstract For a subgraph$$G$$of the blow-up of a graph$$F$$, we let$$\delta ^*(G)$$be the smallest minimum degree over all of the bipartite subgraphs of$$G$$induced by pairs of parts that correspond to edges of$$F$$. Johansson proved that if$$G$$is a spanning subgraph of the blow-up of$$C_3$$with parts of size$$n$$and$$\delta ^*(G) \ge \frac{2}{3}n + \sqrt{n}$$, then$$G$$contains$$n$$vertex disjoint triangles, and presented the following conjecture of Häggkvist. If$$G$$is a spanning subgraph of the blow-up of$$C_k$$with parts of size$$n$$and$$\delta ^*(G) \ge \left(1 + \frac 1k\right)\frac n2 + 1$$, then$$G$$contains$$n$$vertex disjoint copies of$$C_k$$such that each$$C_k$$intersects each of the$$k$$parts exactly once. A similar conjecture was also made by Fischer and the case$$k=3$$was proved for large$$n$$by Magyar and Martin. In this paper, we prove the conjecture of Häggkvist asymptotically. We also pose a conjecture which generalises this result by allowing the minimum degree conditions in each bipartite subgraph induced by pairs of parts of$$G$$to vary. We support this new conjecture by proving the triangle case. This result generalises Johannson’s result asymptotically. 

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3. The rapid A/C _i response: a guide to best practices

   https://doi.org/10.1111/NPH.15383  

   Stinziano, Joseph R.; McDermitt, Dayle K.; Lynch, Douglas J.; Saathoff, Aaron J.; Morgan, Patrick B.; Hanson, David T. (January 2019, New Phytologist)
4. Synthesis and Characterization of Non-Isolated-Pentagon-Rule Actinide Endohedral Metallofullerenes U@ C ₁ (17418)-C ₇₆ , U@ C ₁ (28324)-C ₈₀ , and Th@ C ₁ (28324)-C ₈₀ : Low-Symmetry Cage Selection Directed by a Tetravalent Ion

   https://doi.org/10.1021/jacs.8b10435  

   Cai, Wenting; Abella, Laura; Zhuang, Jiaxin; Zhang, Xingxing; Feng, Lai; Wang, Yaofeng; Morales-Martínez, Roser; Esper, Ronda; Boero, Mauro; Metta-Magaña, Alejandro; et al (December 2018, Journal of the American Chemical Society)
5. A support theorem for\break the Hitchin fibration: The case of GL _n and K _C

   https://doi.org/10.1515/crelle-2021-0045  

   de Cataldo, Mark Andrea; Heinloth, Jochen; Migliorini, Luca (August 2021, Journal für die reine und angewandte Mathematik (Crelles Journal))

   Abstract We compute the supports of the perverse cohomology sheaves of the Hitchin fibration for ${\mathrm{GL}}_n$ {\mathrm{GL}_{n}}over the locus of reduced spectral curves. In contrast to the case of meromorphic Higgs fields we find additional supports at the loci of reducible spectral curves. Their contribution to the global cohomology is governed by a finite twist of Hitchin fibrations for Levi subgroups. The corresponding summands give non-trivial contributions to the cohomology of the moduli spaces for every $n\ge 2$ {n\geq{2}}. A key ingredient is a restriction result for intersection cohomology sheaves that allows us to compare the fibration to the one defined over versal deformations of spectral curves. 

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