Condition

In[1]:= MatchQ[5, Condition[_, True]]
Out[1]= True

In[2]:= MatchQ[5, Condition[_, False]]
Out[2]= False

In[3]:= MatchQ[5, Condition[y_, True]]
Out[3]= True

In[4]:= MatchQ[5, Condition[y_Real, True]]
Out[4]= False

In[5]:= MatchQ[5, Condition[y_Integer, True]]
Out[5]= True

In[6]:= MatchQ[5, Condition[y_, y == 0]]
Out[6]= False

In[7]:= MatchQ[5, Condition[y_, y == 5]]
Out[7]= True

In[8]:= ({3, 5, 2, 1}) //. ((Condition[{x___, y_, z_, k___}, Order[y, z] == -1] -> {x, z, y, k}))
Out[8]= {1, 2, 3, 5}

In[9]:= Replace[1, a_Integer :> Condition[myfn[a], (a) > (0)]]
Out[9]= myfn[1]

In[10]:= Replace[-1, a_Integer :> Condition[myfn[a], (a) > (0)]]
Out[10]= -1

In[11]:= Replace[foo[2, 3], foo[x_, y_] :> Condition[With[{a = x}, Condition[x^2, a == 2]], y == 3]]
Out[11]= 4

In[12]:= Replace[foo[3, 3], foo[x_, y_] :> Condition[With[{a = x}, Condition[x^2, a == 2]], y == 3]]
Out[12]= foo[3, 3]

In[13]:= Replace[foo[2, 4], foo[x_, y_] :> Condition[With[{a = x}, Condition[x^2, a == 2]], y == 3]]
Out[13]= foo[2, 4]

In[14]:= Replace[bar[2], bar[x_] :> With[{a = x}, Condition[x^2, a == 2]]]
Out[14]= 4

In[15]:= Replace[bar[3], bar[x_] :> With[{a = x}, Condition[x^2, a == 2]]]
Out[15]= bar[3]

In[16]:= Replace[foo[2, 3], foo[x_, y_] :> Condition[Module[{a = x}, Condition[x^2, a == 2]], y == 3]]
Out[16]= 4

In[17]:= Replace[foo[3, 3], foo[x_, y_] :> Condition[Module[{a = x}, Condition[x^2, a == 2]], y == 3]]
Out[17]= foo[3, 3]

In[18]:= Replace[foo[2, 4], foo[x_, y_] :> Condition[Module[{a = x}, Condition[x^2, a == 2]], y == 3]]
Out[18]= foo[2, 4]

In[19]:= Replace[bar[2], bar[x_] :> Module[{a = x}, Condition[x^2, a == 2]]]
Out[19]= 4

In[20]:= Replace[bar[3], bar[x_] :> Module[{a = x}, Condition[x^2, a == 2]]]
Out[20]= bar[3]

In[21]:= Replace[2, x_ :> Condition[Condition[Condition[x^2, x == 2], x == 2], x == 2]]
Out[21]= 4

In[22]:= Replace[3, x_ :> Condition[Condition[Condition[x^2, x == 2], x == 2], x == 2]]
Out[22]= 3