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Browse by: INVENTOR PATENT HOLDER PATENT NUMBER DATE
 
 
Inventor:
Kroener; Klaus Michael
Address:
Boeblingen, DE
No. of patents:
5
Patents:












Patent Number Title Of Patent Date Issued
7840622 Method and floating point unit to convert a hexadecimal floating point number to a binary floati November 23, 2010
Method to convert a hexadecimal floating point number (H) into a binary floating point number by using a Floating Point Unit (FPU) with fused multiply add with an A-register a B-register for two multiplicand operands and a C-register for an addend operand, wherein a leading zero coun
7716266 Common shift-amount calculation for binary and hex floating point May 11, 2010
A method and system for performing a binary mode and hexadecimal mode Multiply-Add floating point operation in a floating point arithmetic unit according to a formula A*C+B, wherein A, B and C operands each have a fraction and an exponent part expA, expB and expC and the exponent of the
7461117 Floating point unit with fused multiply add and method for calculating a result with a floating December 2, 2008
The invention proposes a Floating Point Unit (1) with fused multiply add, with one addend operand (eb, fb) and two multiplicand operands (ea, fa; ec, fc), with a shift amount logic (2) which based on the exponents of the operands (ea, eb and ec) computes an alignment shift amount, with a
7392273 High-sticky calculation in pipelined fused multiply/add circuitry June 24, 2008
Arithmetic processing circuits in a circuit in a floating point processor having a fused multiply/ADD circuitry. In order to avoid waiting cycles in the normalizer of the floating point arithmetic, control logic calculates in an extremely early state of the overall Multiply/Add proce
7373369 Advanced execution of extended floating-point add operations in a narrow dataflow May 13, 2008
A method and system for performing floating point additive arithmetic operations of long operands in a narrow dataflow. The operands include first and second floating point numbers having first and second mantissas, respectively, the second operand greater than the first operand. The










 
 
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