By Barry Greenstein
Ace at the River is designed to enhance the play of every person from newcomers to professional pros. the original play-by-play part will problem readers to imagine past uncomplicated beginning arms and make higher judgements on different streets.
Ace at the River addresses parts of the sport which are unusual to many gamers. incorporated are chapters at the poker society, funds administration, family members concerns or even intercourse. This complilation of philosophies and real-table eventualities offers a unprecedented likelihood to work out the poker global in the course of the eyes of somebody who lives it.
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Additional resources for Ace on the River: An Advanced Poker Guide
An object in a binary image is a connected set of 1 pixels. The following definitions related t o connectivity of pixels in a binary image are important. 28 IMAGE FORMATION AND REPRESENTATlON ooo0oooo00ooooooo00 00000000 1 1I o000000 0000111111110000000 001 11 1 q111110o000 oo00111 1111000000 o o m 1 1 1 1oO0oooo0o o o m o 11ooooo 000000000000~i oo00oooo0ooo00ooooo 0 Connected Pixels: A pixel POat (i0,jo)is connected to another pixel P, at (i,,jn) if and only if there exists a path from POto P,, which is , .
6 HOW IS THIS BOOK DIFFERENT? With the growth of diverse applications, it became a necessity to provide a fresh look at the contents of an introductory image processing book. In our knowledge there is no other book that covers the following aspects in detail. We present a set of advanced topics, in this book, retaining the classical ones. We cover several applications such as biomedical and biometric image processing, Content based image retrieval, remote sensing, dynamic scene analysis, pattern recognition, shape and texture analysis, etc.
Fig. 6 Images sampled at 256 x 256, 128 x 128 , 64 x 64, 32 x 32, and 16 x 16 rectangular sampling grids. SAMPLlNG AND QUANTlZATlON 25 If the original image is bandlimited in Fourier domain, and if the sampling is performed at the Nyquist rate, then it is possible to reconstruct the original image using appropriate sample interpolation. , for deterministic and random image fields). The theory of sampling in a lattice of two or more dimensions has been well documented in . The aliasing errors caused by undersampling of the image has been discussed in [ 6 ] .