# test coeffs stuff library("disordR") # needed for is.disord() test_that("Test suite test_aaf.R",{ foo <- function(a,b){ ca <- coeffs(a) cb <- coeffs(b) print(ca) expect_silent(!ca) expect_silent(!cb) expect_silent(+ca) expect_silent(-ca) expect_silent(ca + ca) expect_silent(ca - ca) expect_silent(ca * ca) expect_silent(ca / ca) expect_silent(ca ^ ca) expect_silent(ca %% ca) expect_silent(ca == ca) expect_silent(ca != ca) expect_error(ca + cb) expect_error(ca - cb) expect_error(ca * cb) expect_error(ca / cb) expect_error(ca ^ cb) expect_error(ca %% cb) expect_error(ca == cb) expect_error(ca != cb) expect_silent(ca + 1) expect_silent(ca - 1) expect_silent(ca * 1) expect_silent(ca / 1) expect_silent(ca ^ 1) expect_silent(ca %% 1) expect_silent(ca == 2) expect_silent(ca != 2) expect_silent(ca >= 2) expect_silent(ca <= 2) expect_silent(ca > 2) expect_silent(ca < 2) expect_silent(2 + ca) expect_silent(2 - ca) expect_silent(2 * ca) expect_silent(2 / ca) expect_silent(2 ^ ca) expect_silent(2 %% ca) expect_silent(2 == ca) expect_silent(2 != ca) expect_silent(2 >= ca) expect_silent(2 <= ca) expect_silent(2 > ca) expect_silent(2 < ca) expect_true(is.disord(coeffs(a))) expect_false(is.disord(a)) expect_true(consistent(coeffs(a),coeffs(a))) expect_true(consistent(coeffs(a),2*coeffs(a))) expect_true(consistent(coeffs(a),coeffs(a)*2)) expect_true(consistent(coeffs(a),coeffs(a)+5)) expect_false(consistent(coeffs(a),coeffs(a+5))) expect_silent(coeffs(a)>0 & coeffs(a)>0) expect_silent(coeffs(a)>0 | coeffs(a)>0) b <- a*7 expect_silent(coeffs(a)>0 & coeffs(b)>0) expect_silent(coeffs(a)>0 | coeffs(b)>0) expect_silent(as.function(a)(a=3)) expect_silent({jj <- a ; coeffs(jj) <- coeffs(jj)+0}) expect_silent({jj <- a ; coeffs(jj) <- coeffs(jj)*1}) expect_error (coeffs(a) <- coeffs(b)) expect_error (coeffs(a) <- coeffs(a+1)) expect_silent({jj <- a ; coeffs(jj) <- 3}) expect_true(coeffs(a) %~% coeffs(a)) expect_true(coeffs(a) %~% (4+coeffs(a))) expect_error(coeffs(a)[1]) expect_error(coeffs(a)[1] <- 0) expect_error(coeffs(a) <- coeffs(a^2)) expect_silent({jj <- a ; coeffs(jj) <- coeffs(jj)%%7}) expect_error(coeffs(a)[2] <- coeffs(a^2)) expect_error(coeffs(a)[1:2] <- 1:2) expect_error(coeffs(a)[2] <- coeffs(a^2)[2]) expect_error(coeffs(a)[1,2]) expect_error(coeffs(a)[1,2] <- 4) expect_silent({jj <- a ; coeffs(jj)[coeffs(jj) < 2] <- 2}) expect_error(coeffs(a)[coeffs(a) < 2,1] <- 2) } # function foo() closes for(i in 1:5){ x <- 4 + rmvp(6) y <- 5 + rmvp(6) foo(x,y) } expect_error(kahle(symbols=letters[1:2])) expect_true(horner("x",1:4) == as.mvp("1 + 2 x + 3 x^2 + 4 x^3")) expect_true(trunc(horner("x+y",1:4),1) == as.mvp("1 + 2 x + 2 y")) expect_true(trunc1(as.mvp("1+x+y^2")^4,x=1,y=2) == as.mvp("1+4 x + 12 x y^2 + 4 y^2")) P <- horner("x+y^3 + x*y",1:7)-1 expect_true(is.constant(ooom(P,0))) expect_true(is.zero(ooom(P,0)-1)) expect_true(is.zero(trunc(ooom(P,7)*(1-P)-1,7))) expect_true(is.constant(onevarpow(P,y=18))) expect_false(is.constant(onevarpow(P,y=0))) expect_output(print(series(P,"x"))) expect_true(varchange(varchange(P,x="xux"),xux="x")==P) expect_true(varchange_formal(varchange_formal(P,"x","_"),"_","x") == P) expect_silent(taylor(P,"x","a")) expect_silent(taylor(P,"x","a",debug=TRUE)) expect_true(nterms(P)==73) expect_output(print(summary(P))) expect_silent(rtypical(P)) expect_error(P&P) expect_error(!P) })