Three previous articles in Word Ways [1,2,3] have discussed ways of mapping distinct integers onto letters so as to produce perfect or self-descriptive number-names. So far English, French, and Spanish have been examined. Glancing next at German, the same pencil and paper plus computer program approach already outlined in [1] can be used to find mappings such as
Old merology, or that branch of anatomy which deals with the elementary tissues and fluids of the bo...
Ross Eckler\u27s Making the ALphabet Dance (St. Martin\u27s 1996) lists 20 words on page 236, each c...
This article attempts to provide a taxonomy and nomenclature for that type of wordplay which involve...
In The New Merology (Word Ways, February 1990) I discussed how distinct integers could be assigned...
Only an infinitesimal part of all integers have English-language names. NI3 allows us to name, gaple...
This article continues my investigations of the logological properties of number-names begun in the ...
Editor\u27s Note: In the November 1998 Word Ways, Dave Morice defined unique properties for each of ...
While probing endless logologico-mathematical esoterica for an article on Extreme Number Names we ex...
If one sets A=1, B=2, ... Z=26, it is well-known that no number-name is self expressive (15+14+5 doe...
In Rare Maps For Collectors in the November Word Ways, I presented a mapping between integers and ...
If one sets A = 1, B = 2, .... Z = 26, the number-name ONE scores 15 + 14 + 5 = 34, the number-name ...
Recently, Howard Bergerson proposed the following research problem in logology: I have had one resea...
Paying a recent call on my old friend Professor Einschwein, the world-famous Transylvanian logologis...
Many English number-names can be imbedded in words or split between two words; Martin Gardner exploi...
The field of recreational linguistics is full of unsolved problems. The purpose of this article is t...
Old merology, or that branch of anatomy which deals with the elementary tissues and fluids of the bo...
Ross Eckler\u27s Making the ALphabet Dance (St. Martin\u27s 1996) lists 20 words on page 236, each c...
This article attempts to provide a taxonomy and nomenclature for that type of wordplay which involve...
In The New Merology (Word Ways, February 1990) I discussed how distinct integers could be assigned...
Only an infinitesimal part of all integers have English-language names. NI3 allows us to name, gaple...
This article continues my investigations of the logological properties of number-names begun in the ...
Editor\u27s Note: In the November 1998 Word Ways, Dave Morice defined unique properties for each of ...
While probing endless logologico-mathematical esoterica for an article on Extreme Number Names we ex...
If one sets A=1, B=2, ... Z=26, it is well-known that no number-name is self expressive (15+14+5 doe...
In Rare Maps For Collectors in the November Word Ways, I presented a mapping between integers and ...
If one sets A = 1, B = 2, .... Z = 26, the number-name ONE scores 15 + 14 + 5 = 34, the number-name ...
Recently, Howard Bergerson proposed the following research problem in logology: I have had one resea...
Paying a recent call on my old friend Professor Einschwein, the world-famous Transylvanian logologis...
Many English number-names can be imbedded in words or split between two words; Martin Gardner exploi...
The field of recreational linguistics is full of unsolved problems. The purpose of this article is t...
Old merology, or that branch of anatomy which deals with the elementary tissues and fluids of the bo...
Ross Eckler\u27s Making the ALphabet Dance (St. Martin\u27s 1996) lists 20 words on page 236, each c...
This article attempts to provide a taxonomy and nomenclature for that type of wordplay which involve...