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• Lefschetz numbers in control theory
  ...Lefschetz fixed point theory techniques, already available in dynamics, in control theory. ...urrent one, $x\in M$. The ''equilibrium'' set $C=\{x\in M:f(x)=x\}$ of the system is the set of fixed points of $f.$
  17 KB (3,052 words) - 22:12, 15 July 2014
• Installing Pixcavator
  *consult your system administrator. One possible problem may be that your User Account Control settings are blocking the activation step. Please use the following workaro
  3 KB (475 words) - 03:27, 23 June 2011
• Set-valued maps
  ...en manifolds of the same dimension. The forward kinematic map of a control system (below) is a map from a high-dimensional domain space $N$, with the dimensi ...ends not only on the current one, $x \in M$, but also on the ''input'', or control, $u \in U$. Then our map becomes:
  24 KB (4,382 words) - 15:52, 30 November 2015
• Applications of integral calculus
  '''Definition.''' We call a ''system of weights'' any collection of non-negative numbers $m_1,...,m_n$ called '' '''Definition.''' The ''total moment of the system of weights with respect to the origin'' is defined to be the sum of the mom
  103 KB (18,460 words) - 01:01, 13 February 2019
• Lefschetz theory for coincidences
  ...is given by a ''set-valued'' map $F$. In that case, the equilibria of this system are solutions of the fixed point problem in the new form: is there $x\in F( [[image:set-valued dynamical system.png|300px|center]]
  19 KB (3,563 words) - 15:20, 9 December 2012
• Applications of Lefschetz numbers in control theory by Saveliev
  ''Applications of Lefschetz numbers in control theory'' by [[Peter Saveliev]] [http://epubs.siam.org/sam-bin/dbq/toclist/SICON SIAM Journal of Control and Optimization]
  2 KB (341 words) - 13:55, 26 March 2011
• Peter Saveliev's Academic Portfolio
  ...so worked at a start-up company on an automated fingerprint identification system. ...s realm. After publishing a paper on applications of fixed point theory in control I became more and more interested in the areas of pure mathematics with mor
  25 KB (3,536 words) - 14:28, 17 January 2017
• Control
  ...pecific state, stability, etc.). Its applications are abundant and include control of a missile, spacecraft, aircraft, chemical reaction, electric or computer ...ed by allowing the geometric objects and transformations that describe the system to be continuously deformed. The result is that the output has built-in [[r
  2 KB (295 words) - 21:12, 2 October 2011
• Sequences and their limits
  ...izations of graphs of sequences will use the re-named Cartesian coordinate system: ...ham, cheese, lattice, etc. One won't want to touch that and instead takes control of the contents by keeping them between the two buns. He then brings the tw
  64 KB (10,809 words) - 02:11, 23 February 2019
• Topology Illustrated -- Index
  *[[control system|control system]]
  16 KB (1,773 words) - 00:41, 17 February 2016
• Pixcavator FAQ
  ...not have permission to install the necessary files. Please check with your system administrator for assistance." </span></strong></p> ...he well known formats - excel, jpeg, bmp, etc - and are totally under your control.
  6 KB (1,051 words) - 14:49, 4 November 2011
• Terms and conditions
  ...EEMENT THAT YOU WILL BE SOLELY RESPONSIBLE FOR ANY DAMAGE TO YOUR COMPUTER SYSTEM OR LOSS OF DATA THAT RESULTS FROM SUCH ACTIVITIES. NO ADVICE OR INFORMATION This Site contains links to third-party Web sites that are not under the control of Intelligent Perception. Intelligent Perception makes no representations
  16 KB (2,535 words) - 04:15, 9 March 2011
• Links
  #[[Lefschetz numbers in control theory]] ...the ''inflow'' $S$ of the material to a given cell from the outside of the system which is given by a dual $(1,1)$-form. It can be written simply as $S=Pdt$,
  6 KB (998 words) - 12:40, 31 August 2015