- std_logic_vector(2
downto 0); a2 : in std_logic_vector(2
downto 0); a3 : in std_logic_vector(2
downto 0); a4 : in std_logic_vector(2
downto 0); sel : in std_logic_vector(1...
- in signed(7
downto 0); --
operand A B : in signed(7
downto 0); --
operand B OP : in unsigned(2
downto 0); --
opcode Y : out signed(7
downto 0)); -- operation...
- : out std_logic_vector(9
downto 0);
instruction : in std_logic_vector(17
downto 0);
port_id : out std_logic_vector(7
downto 0);
write_strobe : out std_logic;...
-
watchdog KICK : in std_logic; --
restart timer INTERVAL : in unsigned(31
downto 0); --
timer interval in
clocks TIMEOUT : out std_logic; --
timeout indicator...
- pck_myhdl_06.all;
entity bin2gray is port ( B: in unsigned(7
downto 0); G: out unsigned(7
downto 0) ); end
entity bin2gray;
architecture MyHDL of bin2gray...
- down
counting DATA_IN : in unsigned(31
downto 0); --
value to load into
counter DATA_OUT : out unsigned(31
downto 0) --
current counter value ); end...
-
subsequent ones, but
without swaps. }
nextMax := A[last]; for i := last - 1
downto 0 do if A[i] >
nextMax then
nextMax := A[i];
while (last > 0) and (A[last]...
- {\displaystyle d=d_{0}+2d_{1}+2^{2}d_{2}+\cdots +2^{m}d_{m}} . Q ← 0 for i from m
downto 0 do if di = 0 then Q ← point_double(Q) else t ←
extract j (up to w − 1)...
- B(n-1) = 0 then
return -1 end; //
comparison of
remaining bits for i := n-2
downto 0 do
begin if A(i) = 0 and B(i) = 1 then
return -1 else if A(i) = 1 and...
- ..., a[n − 1] can be
described as
follows in pseudocode: for i from n
downto 2 do di ←
random element of { 0, ..., i − 1 } swap a[di] and a[i − 1] This...
