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| 1 | Reactivation of hepatitis B after liver transplantation: Current knowledge, molecular mechanisms and implications in management显示文摘Chronic hepatitis B(CHB) is a major global health problem affecting an estimated 350 million people with more than 786000 individuals dying annually due to complications, such as cirrhosis, liver failure and hepatocellular carcinoma(HCC). Liver transplantation(LT) is considered gold standard for treatment of hepatitis B virus(HBV)-related liver failure and HCC. However, post-transplant viral reactivation can be detrimental to allograft function, leading to poor survival. Prophylaxis with high-dose hepatitis B immunoglobulin(HBIG) and anti-viral drugs have achieved remarkable progress in LT by suppressingviral replication and improving long-term survival. The combination of lamivudine(LAM) plus HBIG has been for many years the most widely used. However, life-long HBIG use is both cumbersome and costly, whereas long-term use of LAM results in resistant virus. Recently, in an effort to develop HBIG-free protocols, high potency nucleos(t)ide analogues, such as Entecavir or Tenofovir, have been tried either as monotherapy or in combination with low-dose HBIG with excellent results. Current focus is on novel antiviral targets, especially for covalently closed circular DNA(ccc DNA), in an effort to eradicate HBV infection instead of viral suppression. However, there are several other molecular mechanisms through which HBV may reactivate and need equal attention. The purpose of this review is to address post-LT HBV reactivation, its risk factors, underlying molecular mechanisms, and recent advancements and future of anti-viral therapy. | Ranjit Chauhan Shilpa Lingala Chiranjeevi Gadiparthi Nivedita Lahiri Smruti R Mohanty Jian Wu Tomasz I Michalak Sanjaya K Satapathy | 2018 | World Journal of Hepatology2018，10，3： | 5 |
| 2 | Weighted sharing and uniqueness of meromorphic functions显示文摘 | LAHIRI I | 2001 | Nagoya Math J2001，161，： | 1 |
| 3 | The range set of meromorphic derivatives显示文摘 | Lahiri I | 1998 | Norheast Math J1998，14，3： | 1 |
| 4 | Weighted value sharing and uniqueness of meromorphic functions 显示文摘 | LAHIRI I | 2001 | Complex Variables2001，46，： | 1 |
| 5 | Unique range set for certain meromorphic functions显示文摘 | Fang M L Lahiri I | 2003 | Indian J Math2003，45，2： | 1 |
| 6 | Weighted sharing of three values and uniqueness of meromorphic functions显示文摘 | Lahiri I | 2001 | Kodai Math2001，24，2： | 1 |
| 7 | Weighted sharing and uniqueness of meromorphic functions显示文摘 | Lahiri I | 2001 | Nagoya Math J2001，161，6： | 1 |
| 8 | Is provision of healthcare sufficient to ensure better access? An exploration of the scope for public-private partnership in India显示文摘 | I)utta S Lahiri K | 2015 | Int J Health Policy Manag2015，4，7： | 1 |
| 9 | Weighted sharing and a result of Ozawa显示文摘 | Lahiri I | 2001 | Kokkaido Math J2001，30，7： | 1 |
| 10 | Unique range set for certain meromorphic functions显示文摘 | Fang Mingliang Lahiri I | 2003 | Indian Journal of Mathematics2003，45，： | 1 |
| 11 | Weighted sharing of three values and uniqueness of meromorphic functions 显示文摘 | Lahiri I | 2001 | Kodai Math J2001，24，3： | 1 |
| 12 | Uniqueness of nonlinear differential polynomials sharing 1-points 显示文摘 | Lahiri I Sahoo P | 2005 | Georgian Math J2005，12，： | 1 |
| 13 | Uniqueness of meromorphic functions as governed by their differential polynomials显示文摘 | Lahiri I | 1997 | Yokohama Math J1997，44，： | 1 |
| 14 | On a question of Hong Xun Yi显示文摘 | Lahiri I | 2002 | Arch Math2002，38，2： | 1 |
| 15 | Uniqueness of meromorphic functions with deficient poles显示文摘 | Lahiri I Banerjee A | 2004 | Kyungpook Mathematical Journal2004，44，： | 1 |
| 16 | Weighted value sharing and uniqueness of meromorphic functions显示文摘 | Lahiri I | 2001 | Complex Variable2001，46，3： | 1 |
| 17 | On a uniqueness theorem of Tohge 显示文摘 | Lahiri I Sarkar A | 2005 | Arch Math2005，84，5： | 1 |
| 18 | On a result of Ozawa concerning uniqueness of meromorphic functions Ⅱ 显示文摘 | Lahiri I | 2003 | J Math Anal Appl2003，283，1： | 1 |
| 19 | Uniqueness of nonlinear differential polynomials sharing simple and double 1-points显示文摘 | Lahiri I Mandal N | 2005 | Int J Math SCI2005，12，： | 1 |
| 20 | Non-linear differential polynomials sharing 1-points 显示文摘 | Lahiri I Pal R | 2006 | Bull Korean Math2006，43，： | 1 |
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