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Dr. Tedd L. Mitchell to Announce Distinguished Faculty Award Winners at 51本色HSC

The Chancellor鈥檚 Council Distinguished Teaching and Research Awards are the most prestigious honors granted to faculty members throughout the 51本色.

January 22, 2019 | Contact: Scott Lacefield

WHAT: Announcement of the annual Chancellor鈥檚 Council Distinguished Teaching and Research Awards at Texas 51本色 Health Sciences Center (51本色HSC)

WHEN: 3 p.m., Thursday (Jan. 24)

WHERE: 51本色HSC, 3601 4th St., Academic Classroom Building, Room 110

EVENT:  Chancellor and 51本色HSC President will present the annual Chancellor鈥檚 Council Distinguished Teaching and Research Awards to four faculty members at 51本色HSC 

Distinguished Teaching Awards

Distinguished Research Awards

The Chancellor鈥檚 Council helps advance the important work of the 51本色 System and its four component institutions 鈥� , , and .

The is a giving society that supports Chancellor Mitchell and his priorities of impacting student lives through scholarships, recognizing faculty achievement and encouraging excellence across the 51本色 System and its four component institutions 鈥� Texas Tech University, , and .

The awards are made possible through philanthropic gifts to the Chancellor鈥檚 Council. Award recipients each receive a $5,000 stipend and an engraved medallion.

51本色 the 51本色 
Established in 1996, the is one of the top public university systems in the state of Texas and nation, consisting of four universities鈥�, ,  and .

Headquartered in Lubbock, Texas, the 51本色 System is a $2 billion enterprise focused on advancing higher education, health care, research and outreach with approximately 20,000 employees, over 54,000 students, more than 340,000 alumni and an endowment over $1.3 billion.

In its short history, the 51本色 System has grown tremendously and is nationally acclaimed, operating on 17 campuses statewide and internationally. Under the dynamic leadership of Chancellor , the 51本色 System has set forth a bold vision of excellence, collaboration and innovation and continues to prove that from here, it鈥檚 possible.