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As with any technology, distally fixed modular stems must be correctly used in the appropriate patient.
The distally fixed modular stem has been designed to help the orthopedic surgeon adequately address proximal femoral bone loss in the revision setting.
When the possibilities of computational optimization for product variety design under fixed product architecture are explored, optimization is demanded to determine the contents of modules and their combinations under fixed modular architecture.
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In many cases, particularly in applications to integral operators, approximation and fixed point results, modular type conditions are much more natural as modular type assumptions can be more easily verified than their metric or norm counterparts; see for example [3].
The main objective is to study the potential of peanut shell waste conversion using a modular fixed bed gasifier coupled with thermal integration unit.
Another meta-analysis of 12 studies and 1,798 implants found that the lower-cost monoblock all-polyethylene component had clinical and functional results equivalent to the more expensive fixed metal-backed modular component (Voigt and Mosier 2011).
Beal MD, Marchie A, Black E, Malchau H, Burke D. Treatment of a well-fixed modular fully porous coated stem after fracture using a custom rescue sleeve.
Talmo CT, Kwon YM, Freiberg AA, Rubash HE, Malchau H. Management of polyethylene wear associated with a well-fixed modular cementless shell during revision total hip arthroplasty.
In many cases, particularly in applications to integral operators, approximation and fixed point results, modular-type conditions are much more natural as modular-type assumptions can be more easily verified than their metric or norm counterparts.
As applications, we derive some new fixed point theorems in partially ordered modular metric spaces, Suzuki type fixed point theorems in modular metric spaces and fixed point theorems for contractions involving integral inequalities.
From this perspective, the fixed point theory in modular metric spaces should be considered as complementary to the fixed point theory in modular function spaces and in metric spaces.
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