Publication date
June 2008
DOI Publisher
Springer Science and Business Media LLCAbstract
We provide a novel proof of Sperner’s Lemma that is intuitive and elementary if certain simple properties of Lebesgue measure are known
We provide a novel proof of Sperner’s Lemma that is intuitive and elementary if certain simple properties of Lebesgue measure are known
In this paper we use only Sperner's lemma to prove the existence of general equilibrium for a compet...
Summary. The paper is the crowning of a series of articles written in the Mizar language, being a fo...
The Sperner and Tucker lemmas are combinatorial analogous of the Brouwer and Borsuk- Ulam theorems w...
We provide a novel proof of Sperner's Lemma that is intuitive and elementary if certain simple prope...
summary:We prove an extension of the well-known combinatorial-topological lemma of E. Sperner to the...
AbstractA brief proof is given of a generalization of Sperner's lemma to certain finite partially or...
The Gale–Nikaido–Debreu lemma plays an important role in establishing the existence of competitive e...
We prove an extension of the well-known combinatorial-topological lemma of E. Sperner to the case of...
We consider a generalization of the classic Sperner lemma. This lemma states that every Sperner colo...
available for noncommercial, educational purposes, provided that this copyright statement appears on...
• Lebesgue Measure on Rn. – [1, §13] Abstract σ-algebras and measures. L2, Wed 8/27. – [1, §11] Volu...
This study aims to take some mathematics topics that are not included at education plan to high scho...
AbstractWe show two discrete zero point theorems that are derived from Sperner’s lemma and a Sperner...
Abstract. We discuss Sperner’s Lemma in the form of two differ-ent proofs. Connections can be made t...
We introduce and prove Sperner’s lemma, the well known combinatorial analogue of the Brouwer fixed p...
In this paper we use only Sperner's lemma to prove the existence of general equilibrium for a compet...
Summary. The paper is the crowning of a series of articles written in the Mizar language, being a fo...
The Sperner and Tucker lemmas are combinatorial analogous of the Brouwer and Borsuk- Ulam theorems w...
We provide a novel proof of Sperner's Lemma that is intuitive and elementary if certain simple prope...
summary:We prove an extension of the well-known combinatorial-topological lemma of E. Sperner to the...
AbstractA brief proof is given of a generalization of Sperner's lemma to certain finite partially or...
The Gale–Nikaido–Debreu lemma plays an important role in establishing the existence of competitive e...
We prove an extension of the well-known combinatorial-topological lemma of E. Sperner to the case of...
We consider a generalization of the classic Sperner lemma. This lemma states that every Sperner colo...
available for noncommercial, educational purposes, provided that this copyright statement appears on...
• Lebesgue Measure on Rn. – [1, §13] Abstract σ-algebras and measures. L2, Wed 8/27. – [1, §11] Volu...
This study aims to take some mathematics topics that are not included at education plan to high scho...
AbstractWe show two discrete zero point theorems that are derived from Sperner’s lemma and a Sperner...
Abstract. We discuss Sperner’s Lemma in the form of two differ-ent proofs. Connections can be made t...
We introduce and prove Sperner’s lemma, the well known combinatorial analogue of the Brouwer fixed p...
In this paper we use only Sperner's lemma to prove the existence of general equilibrium for a compet...
Summary. The paper is the crowning of a series of articles written in the Mizar language, being a fo...
The Sperner and Tucker lemmas are combinatorial analogous of the Brouwer and Borsuk- Ulam theorems w...
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