In this paper, we defined the concept of implicative and fuzzy implicative ideals of lattice implication algebras, and discussed the properties of them. And then, we pointed out the relations between implicative ideal...In this paper, we defined the concept of implicative and fuzzy implicative ideals of lattice implication algebras, and discussed the properties of them. And then, we pointed out the relations between implicative ideal and LI _ideal, implicative iedal and implicative filter, implicative ideal and fuzzy implicative ideal, fuzzy implicative ideal and fuzzy implicative filter, and fuzzy implicative ideal and fuzzy LI _ideal.展开更多
This editorial discusses recent advancements and ongoing challenges in diabetic retinopathy,as reviewed by Morya et al in their comprehensive analysis.In their review,Morya et al discussed the pathophysiology of diabe...This editorial discusses recent advancements and ongoing challenges in diabetic retinopathy,as reviewed by Morya et al in their comprehensive analysis.In their review,Morya et al discussed the pathophysiology of diabetic retinopathy and explored novel treatment modalities.This editorial highlights the importance of these advancements and emphasizes the need for continued research and innovation for the enhanced management of diabetic retinopathy.It also reflects upon the implications of the authors’review findings for clinical practice and future research directions,underscoring the potential of emerging therapies for improving patient outcomes and providing a deeper understanding of disease mechanisms.展开更多
This editorial offers insights from a minireview by Venkatesh et al,who explored pharmacological adjuvants for diabetic vitrectomy.Specifically,they synthesized current knowledge and evaluated the efficacy of various ...This editorial offers insights from a minireview by Venkatesh et al,who explored pharmacological adjuvants for diabetic vitrectomy.Specifically,they synthesized current knowledge and evaluated the efficacy of various adjunctive therapies in improving the outcomes of diabetic retinopathy and managing associated complications.Herein,we highlight the key roles of pharmacological adjuvants in optimizing surgical techniques,minimizing intraoperative challenges,and enhancing postoperative recovery.We further discuss the potential implications of this approach for clinical practice and future research directions in this evolving field.Overall,this editorial underscores the importance of incorporating pharmacological adjuvants into standard diabetic vitrectomy care to improve surgical outcomes and thus patients’quality of life.展开更多
We prove that the adjoint semigroup of an implicative BCK algebra is an upper semilattice, and the adjoint semigroup of an implicative BCK algebra with condition(s) is a generalized Boolean algebra. Moreover we prov...We prove that the adjoint semigroup of an implicative BCK algebra is an upper semilattice, and the adjoint semigroup of an implicative BCK algebra with condition(s) is a generalized Boolean algebra. Moreover we prove the adjoint semigroup of a bounded implicative BCK algebra is a Boolean algebra.展开更多
Hepatitis B virus remains a major cause of cirrhosis and hepatocellular carcinoma,with genetic polymorphisms and mutations influencing immune responses and disease progression.Nguyen et al present novel findings on sp...Hepatitis B virus remains a major cause of cirrhosis and hepatocellular carcinoma,with genetic polymorphisms and mutations influencing immune responses and disease progression.Nguyen et al present novel findings on specific human leukocyte antigen(HLA)alleles,including rs2856718 of HLA-DQ and rs3077 and rs9277535 of HLA-DP,which may predispose individuals to cirrhosis and liver cancer,based on multi-clustering analysis.Here,we discuss the feasibility of this approach and identify key areas for further investigation,aiming to offer insights for advancing clinical practice and research in liver disease and related cancers.展开更多
文摘In this paper, we defined the concept of implicative and fuzzy implicative ideals of lattice implication algebras, and discussed the properties of them. And then, we pointed out the relations between implicative ideal and LI _ideal, implicative iedal and implicative filter, implicative ideal and fuzzy implicative ideal, fuzzy implicative ideal and fuzzy implicative filter, and fuzzy implicative ideal and fuzzy LI _ideal.
文摘This editorial discusses recent advancements and ongoing challenges in diabetic retinopathy,as reviewed by Morya et al in their comprehensive analysis.In their review,Morya et al discussed the pathophysiology of diabetic retinopathy and explored novel treatment modalities.This editorial highlights the importance of these advancements and emphasizes the need for continued research and innovation for the enhanced management of diabetic retinopathy.It also reflects upon the implications of the authors’review findings for clinical practice and future research directions,underscoring the potential of emerging therapies for improving patient outcomes and providing a deeper understanding of disease mechanisms.
文摘This editorial offers insights from a minireview by Venkatesh et al,who explored pharmacological adjuvants for diabetic vitrectomy.Specifically,they synthesized current knowledge and evaluated the efficacy of various adjunctive therapies in improving the outcomes of diabetic retinopathy and managing associated complications.Herein,we highlight the key roles of pharmacological adjuvants in optimizing surgical techniques,minimizing intraoperative challenges,and enhancing postoperative recovery.We further discuss the potential implications of this approach for clinical practice and future research directions in this evolving field.Overall,this editorial underscores the importance of incorporating pharmacological adjuvants into standard diabetic vitrectomy care to improve surgical outcomes and thus patients’quality of life.
文摘We prove that the adjoint semigroup of an implicative BCK algebra is an upper semilattice, and the adjoint semigroup of an implicative BCK algebra with condition(s) is a generalized Boolean algebra. Moreover we prove the adjoint semigroup of a bounded implicative BCK algebra is a Boolean algebra.
基金Supported by National Natural Science Foundation of China,No.32270768,No.82273970,No.32070726,and No.82370715National Key R&D Program of China,No.2023YFC2507904the Innovation Group Project of Hubei Province,No.2023AFA026.
文摘Hepatitis B virus remains a major cause of cirrhosis and hepatocellular carcinoma,with genetic polymorphisms and mutations influencing immune responses and disease progression.Nguyen et al present novel findings on specific human leukocyte antigen(HLA)alleles,including rs2856718 of HLA-DQ and rs3077 and rs9277535 of HLA-DP,which may predispose individuals to cirrhosis and liver cancer,based on multi-clustering analysis.Here,we discuss the feasibility of this approach and identify key areas for further investigation,aiming to offer insights for advancing clinical practice and research in liver disease and related cancers.
