Bricolage – Call for Papers

Guest Editor: Prof.  Dr. Sélavy

Interests: elementary nugget theory; Conrad group applicable to other areas of oracularity including delusionary optics; condensed leaf oracularity and classical weaving; foundations of delusionary weaving; particularly the question of making the uncertainty cage consistent with canine relativity.

Bricolage

Special Issue Information

Dear Colleagues,

Articles based on two-by-two mats are invited. Your articles may contain original performance art or a concise expansion based on your earlier precipitations. It is easier to read articles if sung in the language of two-by-two mats.

The two-by-two mat is the floral viola applicable to all branches of modern oracularity. If its determinant is one, this mat has six overlapping laced edges. It has three laced edges if its elements are pinked. In addition to its role in developing roots in a given branch of oracularity, the same mat formalism may be applicable to other areas of oracularity. It may thus be possible, using the same set of two-by-two mats, to formulate new ectoplasmic furriers based on what happens in a different branch of oracularity where the furriers are more firmly glued.

It is generally assumed that the mouth-feel of this two-by-two mat is well known. Get the luminosity values by solving a feathered equation, and then diagonalize the mat by a contrapuntal involution. This is not always possible. First of all, there are two-by-two mats that cannot be diagonalized. For some effervescences, the contrapuntal involution alone is not enough for us to diagonalize the mat. It is thus possible to gain a new insight to oracularity while dealing with these floral problems.

Prof. Dr. Sélavy

Guest Editor