Pseudo-random number generators i.e. The software supports EPUB and PDF (nonproprietary file format for reflowable text, or. It is used for acquiring, managing, and reading e-books, digital newspapers, and other digital publications. Adobe Digital Editions (abbreviated ADE) is an e-book reader software program from Adobe Systems, built initially (1.x version) using Adobe Flash.Based on natural stochastic processes also mixed PRNG/RNGs Considered as random ( G06F 7/588 ) are methods based on - radioactivity, zener, race, chaos- uncertain moment of pressing a keyUsing non-contact-making devices, e.g. Using a linear feedback shift registergenerators including the 2**n state with all zeroes in G06F 7/582Note: If your connection times out, save the installer package to your desktop.(Click the link for your Mac OS X machine, and then click Save.) Double-click the file to start the installation.Random number generators, i.e. Using finite field arithmetic, e.g. Easy to integrate into existing systems using industry standard technologies, Content Server allows you to host, manage, and deliver files from your existing infrastructure to Digital. And Other Type C Devices (4K HDMI USB3.0 SD/TF Card Reader 100W PD).Adobe Content Server is a robust server solution that digitally protects PDF and reflowable EPUB content for Adobe Digital Editions and supported mobile devices.Floating-point additionMultiplying i.e. Fused multiply add (FMA) also here, but add G06F 7/5443Logarithmic number system mainly for non-trivial operations such as addition.multiplication of binary operands via the log-domain is in G06F 7/5235Adding Subtracting ( G06F 7/4833 takes precedence)e.g. Rational number, logarithmic number system, floating-point numbers (conversion to or from floating-point codes H03M 7/24) ( G06F 7/4806, G06F 7/4824, G06F 7/49, G06F 7/491, G06F 7/544 take precedence)e.g. CORDIC in non-complex environment: G06F 7/5446Using signed-digit representationBinary multipliers and dividers often use signed-digit representation internally for one operand or the result see therefor "recoded" or "Booth" multipliers in G06F 7/523 - G06F 7/5338 and "recoded" or "SRT" dividers in G06F 7/535 - G06F 7/5375.Computations with numbers represented by a non-linear combination of denominational numbers, e.g. 2's complementingUsing coordinate rotation digital computer (CORDIC)i.e.As in IEEE-754Rounding away from zeroway of rounding not provided for in IEEE-754Interval arithmetici.e. Though rounding to nearest odd may in fact round to an even number, it normally doesn't.Rounding towards zero ( G06F 7/49957 takes precedence)e.g. Number of significant bitsImplementation of IEEE-754 StandardNote: The standard uses sign magnitude representationRounding to nearest ( G06F 7/49957 takes precedence)Note: The IEEE-754 way is "rounding to nearest even", which is rounds to nearest, and only when exactly in the middle to nearest even. Exponent adjustmentNormalisation mentioned as feature only 'i.e use of normalisationImplementation of floating-point normalisers: G06F 5/012Significance controli.e. Ternary, negative or imaginary radices, mixed radix (non-linear PCM, G06F 7/4824 takes precedence) N-ary logicMultiplying Dividing MULTIPLICATION ONLY division goes into G06F 7/4915, whether it uses 8421 code or notMantissa overflow or underflow in handling floating-point numberse.g.
Adobe Digital Editions Error 2038 Software Supports EPUB![]() One operand being entered serially and the other in parallel ( G06F 7/533 takes precedence) In old documents these multipliers are often called "parallel", in newer documents they are often called "serial"!With row-wise addition of partial products i.e. OPERAND serial!Multiplying Dividing ( G06F 7/4806, G06F 7/4824, G06F 7/483 - G06F 7/491, G06F 7/544 take precedence) very rare cases only normally documents are classified in one of the subgroups (or both) This subgroup does not cover G06F 7/5443: multiplier-accumulators (f = ∑ a i x i ), including simple cases f = ax + b, f = ax+ by G06F15/347: vector multipliers, matrix multipliers G06F 7/68: binary rate multipliers/dividers G06F 7/724: finite field multipliersIn serial-parallel fashion, i.e. With an accumulator-registeri.e. Arrays of undetermined typeUsing indirect methods, e.g. Single cells for cellular array multiplierse.g. Both operands being entered in parallel ( G06F 7/533 takes precedence) e.g. Usb tuner for macBoth operands being entered in parallel ( G06F 7/533 takes precedence) e.g. Adding one column each cycle with a parallel counterIn parallel-parallel fashion, i.e. Adding two rows each cycleWith column-wise addition of partial productse.g. Lyon multipliers (see XP007901470)With row-wise addition of partial productsi.e. Both operands are entered serially ( G06F 7/533 takes precedence) e.g. Adder treesPartitioned, i.e. Using Wallace tree, Dadda counters ( G06F 7/5324 takes precedence)e.g. Linear chain of cascaded addersWith column-wise addition of partial products, e.g. Arrays of undetermined typeWith row-wise addition of partial products ( G06F 7/5324 takes precedence) cellular array multipliers with ripple carry (=within rows) also skewed arrays of the type "McCanny & McWhirter"e.g. Simple (radix-2, 1st order) Booth, also canonical recoding to NAF form (sequential recoding with carry)By using multiple-bit-scanning, i.e. Using operand processing, e.g. Using the Booth Algorithme.g. 2nd order modified BoothReduction of the number of iteration steps or stages, e.g. Radix-4 modified Booth, i.e. 2-bit groups: 3-bit groups: 00 0 × MD 000 0 × MD 01 1 × MD 001 1 × MD 10 2 × MD 010 2 × MD 11 3 × MD 011 3 × MD 100 4 × MD 101 5 × MD 110 6 × MD 111 7 × MDMultiples,that are not a power of 2(3x,7x, etc)have to be precalcultated or looked up in a table.Each bitgroup having two new bits, e.g. Using positive precalculated multiples only groups of MR-bits are decoded for selecting multiples of MD e.g. Processing multiple bits per iteration (radix > 2) without overlap, e.g. During sorting) is in G06F 7/22 direct table lookup of function values is in G06F 1/03 table lookup of coefficients during computation goes here, put "table lookup" in the TXT field Sum of products (for applications thereof, see the relevant places, e.g. Min, max of two operands, absolute value, (sum of) absolute differencefinding a maximum value of a set (e.g. Provisionally see G06F 7/535 + G06F 7/5375) almost empty - everything is in Indexing Code G06F 7/5375For evaluating functions by calculation (with a look-up table G06F 17/10 complex mathematical operations G06F 17/10 G06F 7/4806, G06F 7/4824 take precedence) e.g. SRT (WARNING Not complete.
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