LMP2a-Specific Cytotoxic T-Lymphocytes, Lymphoma (ACDAL)

Patients have a type of cancer called Hodgkin's lymphoma or non-Hodgkin's lymphoma, which has come back or not gone away or is at high risk for coming back after treatment, including the best treatment investigators know for this disease. Investigators are asking the patient to volunteer to be in a research study using a new experimental therapy consisting of special immune system cells called LMP2 specific cytotoxic T lymphocytes in combination with a special protein called a monoclonal antibody. Some patients with Hodgkin or non-Hodgkin Lymphoma show evidence of infection with the virus that causes infectious mononucleosis Epstein Barr virus (EBV) before or at the time of their diagnosis of the lymphoma. EBV is found in the cancer cells of up to half the patients with lymphoma, suggesting that it may play a role in causing lymphoma. The cancer cells infected by EBV are able to hide from the body's immune system and escape destruction. Investigators want to see if special white blood cells, called T cells, that have been trained to kill EBV infected cells can survive in the blood and affect the tumor. The investigators have used this sort of therapy to treat a different type of cancer that occurs after bone marrow and solid organ transplant called post transplant lymphoma. In this type of cancer the tumor cells have 9 proteins made by EBV on their surface. They grew T cells in the laboratory that recognized all 9 proteins and were able to prevent and treat post transplant lymphoma. However in Hodgkin disease and non-Hodgkin Lymphoma the tumor cells only express 2 EBV proteins. In a previous study investigators made T cells that recognized all 9 proteins and gave them to patients with Hodgkin disease. Some patients had a partial response to this therapy but no patients had a complete response. Investigators think one reason may be that many of the T cells reacted with proteins that were not on the tumor cells. They are now trying to find out if they can improve th