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  2. Root analogue dental implant - Wikipedia

    en.wikipedia.org/wiki/Root_analogue_dental_implant

    Conventional titanium dental implants typically have success rates of 90–95% for 10-year follow-up periods, but this is based on questionable definitions of success. [5] The fundamental problem with conventional implant technology is that the patient must be altered to fit the screw or cylinder implant, rather than the other way around.

  3. Dental implant - Wikipedia

    en.wikipedia.org/wiki/Dental_implant

    [16]: 211–232 Dental implants, in the same way, can also be used to retain a multiple tooth dental prosthesis either in the form of a fixed bridge or removable dentures. There is limited evidence that implant-supported single crowns perform better than tooth-supported fixed partial dentures (FPDs) on a long-term basis.

  4. Bicon Dental Implants - Wikipedia

    en.wikipedia.org/wiki/Bicon_Dental_Implants

    Bicon Dental Implants is a privately owned company located in Boston, MA. The company specializes in short dental implants that use a locking taper or cold welding connection to secure the abutment to the implant. Bicon is notable and worthy of mention for the following three reasons: First, Bicon implants are extremely short in length.

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  6. University of Pittsburgh School of Dental Medicine - Wikipedia

    en.wikipedia.org/wiki/University_of_Pittsburgh...

    Multidisciplinary Implant Center: Housed in 2,900 square feet (270 m 2) of space, the MIC features nine operatories, including two full surgical suites. Emergency Clinic: The School of Dental Medicine is equipped to handle dental emergencies for patients who do not have access to such care elsewhere. Dental emergencies may include acute pain ...

  7. P versus NP problem - Wikipedia

    en.wikipedia.org/wiki/P_versus_NP_problem

    NP can be defined similarly using nondeterministic Turing machines (the traditional way). However, a modern approach uses the concept of certificate and verifier. Formally, NP is the set of languages with a finite alphabet and verifier that runs in polynomial time. The following defines a "verifier": Let L be a language over a finite alphabet, Σ.

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