by Steve Driskill | Nov 17, 2016 | [sub] corresponding structure, Means Plus Function
A broad class of algorithms for performing the function of a computer-implemented means-plus-function element, as opposed to a single or small set of algorithms, is not sufficiently definite to provide the requisite algorithmic structure. Here, for example, the...
by Steve Driskill | Sep 1, 2016 | [sub] corresponding structure, Means Plus Function
Algorithmic structure corresponding to a means-plus-function element need not be illustrated explicitly in the drawings when the associated text of the specification makes clear that the claimed function is contemplated. Here, for example, an algorithm illustrated in...
by Steve Driskill | May 6, 2015 | [sub] corresponding structure, Means Plus Function
The Katz exception to the algorithm rule permitting general-purpose processors to serve as the corresponding structure of computer-implemented means-plus-function elements for basic functions of a processor does not extend to complicated, customized computer software....
by Steve Driskill | Dec 8, 2014 | [sub] corresponding structure, Means Plus Function
Although a means-plus-function element may be illustrated in black box form, the corresponding structure must be clearly articulated in the specification—the black box itself is not sufficient—and clearly distinguished from other embodiments in order to provide...
by Steve Driskill | Jun 13, 2014 | [sub] corresponding structure, Means Plus Function
“Disclosure of a class of algorithms that places no limitations on how values are calculated, combined, or weighted is insufficient to make the bounds of the claims understandable [under the definiteness requirement of 35 U.S.C. § 112(b)].” Further, the fact that a...
by Steve Driskill | Apr 10, 2014 | [sub] corresponding structure, Means Plus Function
For computer-implemented means-plus-function elements relying on algorithm structure, “[t]he algorithm need only include what is necessary to perform the claimed function.” It “[does] not need to include every possible implementation of the function, so long as it...