代码搜索：Consecutive
找到约 239 项符合「Consecutive」的源代码
代码结果 239
www.eeworm.com/read/143587/12859024
tig test39.tig
/* This is illegal, since there are two functions with the same name
in the same (consecutive) batch of mutually recursive functions.
See also test48 */
let
function g(a:int):int = a
function
www.eeworm.com/read/143587/12859103
tig test38.tig
/* This is illegal, since there are two types with the same name
in the same (consecutive) batch of mutually recursive types.
See also test47 */
let
type a = int
type a = string
in
0
end
www.eeworm.com/read/139427/13156688
vhd chapter1_models.vhd
entity TWO_CONSECUTIVE is
port(CLK,R,X: in BIT;Z: out BIT);
end TWO_CONSECUTIVE;
architecture DATAFLOW of TWO_CONSECUTIVE is
signal Y1,Y0: BIT;
begin
STATE: block((CLK = '1'and not CLK
www.eeworm.com/read/346512/11740071
tig test39.tig
/* This is illegal, since there are two functions with the same name
in the same (consecutive) batch of mutually recursive functions.
See also test48 */
let
function g(a:int):int = a
function
www.eeworm.com/read/346512/11740295
tig test38.tig
/* This is illegal, since there are two types with the same name
in the same (consecutive) batch of mutually recursive types.
See also test47 */
let
type a = int
type a = string
in
0
end
www.eeworm.com/read/104361/15697149
tig test39.tig
/* This is illegal, since there are two functions with the same name
in the same (consecutive) batch of mutually recursive functions.
See also test48 */
let
function g(a:int):int = a
fun
www.eeworm.com/read/104361/15697181
tig test38.tig
/* This is illegal, since there are two types with the same name
in the same (consecutive) batch of mutually recursive types.
See also test47 */
let
type a = int
type a = string
in
www.eeworm.com/read/100594/15870328
h bitmap.h
#pragma BitMap
/* This module deals with any kind of bit map that is implemeted using BITSETs or
anything that can be manipulated like BITSETs */
int GetBit(unsigned int &bar[],unsigned int
www.eeworm.com/read/381363/9095883
m llength.m
function len=llength(x,y)
%LLENGTH Length of a line.
%
% LLENGTH(X,Y) return the length of the line
% described by X and Y.
% The length is calculated as the sum of the
%
www.eeworm.com/read/181714/9240398
m orthpolval.m
function f = orthpolval(b,g,c,x)
% Value of orthogonal polynomial expansion
% Version 11.12.2003. INCBOX
n = length(c)-1;
m = length(x); % number of simultaneous arguments
P = o